| namespace,decl_count,in_cycle,scc_id |
| ADEInequality,25,True,31 |
| ADEInequality.Admissible,1,True,31 |
| AEMeasurable,119,True,0 |
| AEMeasurable.mk,1,False,-1 |
| AEStronglyMeasurable,1,False,-1 |
| AList,95,True,0 |
| AList.insertRec,1,False,-1 |
| AList.lookup,1,False,-1 |
| AList.mk,3,True,0 |
| Abelianization,23,True,0 |
| Abelianization.lift,2,False,-1 |
| AbsConvex,9,True,0 |
| AbsConvexOpenSets,7,True,0 |
| AbsoluteValue,90,True,0 |
| AbsoluteValue.Completion,7,True,0 |
| AbsoluteValue.IsAdmissible,10,True,0 |
| AbsoluteValue.IsEquiv,18,True,0 |
| AbsoluteValue.IsEuclidean,4,True,0 |
| AbsoluteValue.IsNontrivial,2,True,0 |
| AbsoluteValue.LiesOver,4,True,0 |
| AbsoluteValue.Simps,1,False,-1 |
| AbsoluteValue.abs,1,False,-1 |
| AbsoluteValue.comp,1,False,-1 |
| AbsoluteValue.mk,3,False,-1 |
| AbsoluteValue.trivial,1,False,-1 |
| AbsolutelyContinuousOnInterval,35,True,0 |
| Absorbent,10,True,0 |
| Absorbs,26,True,0 |
| AbstractCompletion,52,True,0 |
| AbstractCompletion.mk,2,False,-1 |
| Acc,27,True,0 |
| Acc.below,1,True,0 |
| AccPt,6,True,0 |
| Action,190,True,0 |
| Action.FintypeCat,11,True,0 |
| Action.Functor,8,False,-1 |
| Action.FunctorCategoryEquivalence,20,True,0 |
| Action.Hom,15,True,0 |
| Action.Iso,1,False,-1 |
| Action.diagonalSuccIsoTensorTrivial,1,False,-1 |
| Action.mk,2,False,-1 |
| Action.mkIso,1,True,0 |
| Action.resCongr,1,False,-1 |
| Add,4,True,0 |
| AddAction,40,True,0 |
| AddAction.IsBlock,2,False,-1 |
| AddAction.IsMinimal,2,True,0 |
| AddAction.IsMultiplyPreprimitive,3,True,0 |
| AddAction.IsPreprimitive,3,True,0 |
| AddAction.IsPretransitive,2,True,0 |
| AddAction.IsQuasiPreprimitive,3,True,0 |
| AddAction.IsTopologicallyTransitive,2,True,0 |
| AddAction.QuotientAction,2,True,0 |
| AddAction.stabilizerEquivStabilizer,1,True,0 |
| AddActionHom,11,True,0 |
| AddActionHom.mk,2,False,-1 |
| AddActionSemiHomClass,2,True,0 |
| AddAut,34,True,0 |
| AddCancelCommMonoid,6,True,0 |
| AddCancelCommMonoid.mk,1,False,-1 |
| AddCancelMonoid,6,True,0 |
| AddChar,172,True,0 |
| AddChar.FiniteField,3,True,0 |
| AddChar.IsPrimitive,3,True,0 |
| AddChar.PrimitiveAddChar,7,True,0 |
| AddChar.complexBasis,1,False,-1 |
| AddChar.instFintype,1,False,-1 |
| AddChar.mk,3,False,-1 |
| AddChar.zmod,1,False,-1 |
| AddCircle,164,True,0 |
| AddCircle.EndpointIdent,1,True,0 |
| AddCircle.equivIccQuot,1,False,-1 |
| AddCircle.equivIco,1,False,-1 |
| AddCircle.equivIoc,1,False,-1 |
| AddCircle.haarAddCircle,1,False,-1 |
| AddCircle.homeomorphCircle,1,False,-1 |
| AddCircle.instDivisibleByInt,1,False,-1 |
| AddCircle.liftIco,1,False,-1 |
| AddCircle.liftIoc,1,False,-1 |
| AddCircle.measurableEquivIoc,1,False,-1 |
| AddCircle.measureSpace,1,False,-1 |
| AddCommGroup,73,True,0 |
| AddCommGroup.DirectLimit,26,False,-1 |
| AddCommGroup.ModEq,42,True,0 |
| AddCommGroup.toAddCommMonoid,1,False,-1 |
| AddCommGroupWithOne,14,True,0 |
| AddCommGrpCat,112,True,0 |
| AddCommGrpCat.Colimits,25,True,0 |
| AddCommGrpCat.HasLimit,6,True,0 |
| AddCommGrpCat.Hom,4,True,0 |
| AddCommGrpCat.image,4,True,0 |
| AddCommGrpCat.leftExactFunctorForgetEquivalence,6,True,0 |
| AddCommGrpCat.mk,2,False,-1 |
| AddCommMagma,6,True,0 |
| AddCommMonCat,33,True,0 |
| AddCommMonCat.Hom,4,False,-1 |
| AddCommMonCat.mk,2,False,-1 |
| AddCommMonoid,14,True,0 |
| AddCommMonoid.mk,1,False,-1 |
| AddCommMonoidWithOne,8,True,0 |
| AddCommSemigroup,7,True,0 |
| AddCon,11,True,0 |
| AddCon.Quotient,2,True,0 |
| AddCon.ker,1,False,-1 |
| AddCon.lift,1,False,-1 |
| AddCon.liftOn,1,False,-1 |
| AddCon.mk,2,False,-1 |
| AddConGen,1,True,0 |
| AddConGen.Rel,12,True,0 |
| AddConstEquiv,44,True,0 |
| AddConstEquiv.Simps,1,False,-1 |
| AddConstEquiv.mk,2,False,-1 |
| AddConstMap,43,True,0 |
| AddConstMap.mk,3,False,-1 |
| AddConstMapClass,44,True,0 |
| AddDissociated,1,False,-1 |
| AddEquiv,149,True,0 |
| AddEquiv.addSubgroupCongr,1,False,-1 |
| AddEquiv.lpBCF,1,False,-1 |
| AddEquiv.mk,3,True,0 |
| AddEquiv.ofBijective,1,False,-1 |
| AddEquivClass,2,True,0 |
| AddEquivClass.toAddEquiv,1,False,-1 |
| AddGroup,17,True,0 |
| AddGroup.FG,2,True,0 |
| AddGroupCone,4,True,0 |
| AddGroupCone.mk,2,False,-1 |
| AddGroupCone.nonneg,1,False,-1 |
| AddGroupConeClass,3,True,0 |
| AddGroupExtension,10,True,0 |
| AddGroupExtension.Equiv,12,True,0 |
| AddGroupExtension.Section,7,True,0 |
| AddGroupExtension.Splitting,7,True,0 |
| AddGroupExtension.mk,2,False,-1 |
| AddGroupFilterBasis,10,True,0 |
| AddGroupFilterBasis.mk,1,False,-1 |
| AddGroupNorm,9,True,0 |
| AddGroupNorm.mk,2,False,-1 |
| AddGroupNormClass,3,True,0 |
| AddGroupSeminorm,14,True,0 |
| AddGroupSeminorm.mk,3,False,-1 |
| AddGroupSeminormClass,6,True,0 |
| AddGroupSeminormClass.toSeminormedAddGroup,1,False,-1 |
| AddGroupTopology,5,True,0 |
| AddGroupTopology.mk,2,False,-1 |
| AddGroupWithOne,17,True,0 |
| AddGrpCat,24,True,0 |
| AddGrpCat.Hom,4,False,-1 |
| AddGrpCat.mk,2,False,-1 |
| AddHom,34,True,0 |
| AddHom.mk,3,True,0 |
| AddHomClass,2,True,0 |
| AddHomClass.toAddHom,1,False,-1 |
| AddIrreducible,3,True,0 |
| AddLECancellable,49,True,0 |
| AddLeftCancelMonoid,6,True,0 |
| AddLeftCancelSemigroup,6,True,0 |
| AddLocalization,2,False,-1 |
| AddMagma,1,True,34 |
| AddMagma.AssocRel,2,True,34 |
| AddMagma.FreeAddSemigroup,2,False,-1 |
| AddMagmaCat,7,True,0 |
| AddMagmaCat.Hom,4,False,-1 |
| AddMagmaCat.mk,2,False,-1 |
| AddMemClass,2,True,0 |
| AddMemClass.add,1,False,-1 |
| AddMemClass.toAddCommSemigroup,1,False,-1 |
| AddMonCat,20,True,0 |
| AddMonCat.Hom,4,False,-1 |
| AddMonCat.mk,2,False,-1 |
| AddMonoid,27,True,0 |
| AddMonoid.Coprod,1,False,-1 |
| AddMonoid.End,30,True,0 |
| AddMonoid.FG,4,True,0 |
| AddMonoid.IsTorsion,2,False,-1 |
| AddMonoidAlgebra,185,True,0 |
| AddMonoidAlgebra.GradesBy,1,False,-1 |
| AddMonoidAlgebra.Monic,10,True,0 |
| AddMonoidAlgebra.divOf,1,True,0 |
| AddMonoidAlgebra.grade,5,False,-1 |
| AddMonoidAlgebra.gradeBy,4,True,0 |
| AddMonoidAlgebra.leadingCoeff,1,True,0 |
| AddMonoidAlgebra.liftNCAlgHom,1,False,-1 |
| AddMonoidAlgebra.tensorEquiv,2,False,-1 |
| AddMonoidHom,171,True,0 |
| AddMonoidHom.codRestrict,1,False,-1 |
| AddMonoidHom.compLeftContinuous,1,False,-1 |
| AddMonoidHom.completion,1,False,-1 |
| AddMonoidHom.mk,3,True,0 |
| AddMonoidHom.mk',1,True,0 |
| AddMonoidHom.mker,1,False,-1 |
| AddMonoidHom.mrange,1,False,-1 |
| AddMonoidHom.ofMapMidpoint,1,False,-1 |
| AddMonoidHom.toAddEquiv,1,False,-1 |
| AddMonoidHom.toRealLinearMap,1,False,-1 |
| AddMonoidHomClass,3,True,0 |
| AddMonoidHomClass.toAddMonoidHom,1,True,0 |
| AddMonoidWithOne,12,True,0 |
| AddOpposite,74,True,0 |
| AddOreLocalization,1,True,28 |
| AddOreLocalization.AddOreSet,6,True,28 |
| AddQuantale,4,True,0 |
| AddQuantale.mk,1,False,-1 |
| AddRightCancelMonoid,6,True,0 |
| AddRightCancelSemigroup,6,True,0 |
| AddSemigroup,6,True,0 |
| AddSemigroupAction,6,True,0 |
| AddSemigrp,7,True,0 |
| AddSemigrp.Hom,4,False,-1 |
| AddSemigrp.mk,2,False,-1 |
| AddSubgroup,117,True,0 |
| AddSubgroup.Characteristic,2,True,0 |
| AddSubgroup.FiniteIndex,2,True,0 |
| AddSubgroup.IsFiniteRelIndex,2,True,0 |
| AddSubgroup.MapSubtype,1,False,-1 |
| AddSubgroup.Normal,2,True,0 |
| AddSubgroup.addSubgroupOfEquivOfLe,1,False,-1 |
| AddSubgroup.mk,3,True,0 |
| AddSubgroup.normedMk,1,False,-1 |
| AddSubgroup.torsionBy,6,False,-1 |
| AddSubgroupClass,8,True,0 |
| AddSubgroupClass.sub,1,False,-1 |
| AddSubgroupClass.toAddCommGroup,1,False,-1 |
| AddSubgroupClass.zsmul,1,False,-1 |
| AddSubmonoid,121,True,0 |
| AddSubmonoid.FG,1,False,-1 |
| AddSubmonoid.IsLocalizationMap,4,True,0 |
| AddSubmonoid.LocalizationMap,12,True,0 |
| AddSubmonoid.comap,1,True,0 |
| AddSubmonoid.inclusion,1,False,-1 |
| AddSubmonoid.map,1,True,0 |
| AddSubmonoid.mk,3,True,0 |
| AddSubmonoid.nonneg,1,False,-1 |
| AddSubmonoidClass,5,True,0 |
| AddSubmonoidClass.nSMul,1,False,-1 |
| AddSubmonoidClass.toAddCommMonoid,1,False,-1 |
| AddSubmonoidWithOneClass,4,True,0 |
| AddSubsemigroup,24,True,0 |
| AddSubsemigroup.mk,3,True,0 |
| AddTorsor,9,True,0 |
| AddUnits,27,True,0 |
| AddUnits.mk,3,False,-1 |
| AddValuation,57,True,0 |
| AddValuation.IsEquiv,8,False,-1 |
| AddValuation.of,1,False,-1 |
| AddZero,6,True,0 |
| AddZeroClass,6,True,0 |
| Additive,82,True,0 |
| AdicCompletion,183,True,0 |
| AdicCompletion.AdicCauchySequence,29,True,0 |
| AdicCompletion.Ideal,1,True,0 |
| AdicCompletion.instModuleOfIsScalarTower,1,False,-1 |
| AdicCompletion.instSMul,1,False,-1 |
| AdicCompletion.kerProj,1,False,-1 |
| AdicCompletion.lift,1,False,-1 |
| AdicCompletion.liftAlgHom,1,False,-1 |
| AdicCompletion.liftRingHom,1,False,-1 |
| AdicCompletion.ofAlgEquiv,1,False,-1 |
| AdicCompletion.ofLinearEquiv,1,False,-1 |
| AdicCompletion.ofTensorProductEquivOfFiniteNoetherian,1,False,-1 |
| AdicCompletion.transitionMap,1,False,-1 |
| AdjoinRoot,157,True,0 |
| AdjoinRoot.Minpoly,7,True,0 |
| AdjoinRoot.Polynomial,3,True,0 |
| AdjoinRoot.equiv',1,False,-1 |
| AdjoinRoot.instDistribMulActionOfIsScalarTower,1,False,-1 |
| AdjoinRoot.instField,1,False,-1 |
| AdjoinRoot.instSMulAdjoinRoot,1,False,-1 |
| AdjoinRoot.isAdjoinRootMonic,1,False,-1 |
| AdjoinRoot.lift,1,False,-1 |
| AdjoinRoot.liftAlgHom,1,False,-1 |
| AdjoinRoot.map,1,False,-1 |
| AdjoinRoot.mapAlgHom,1,False,-1 |
| AdjoinRoot.modByMonicHom,1,False,-1 |
| AdjoinRoot.of,1,True,0 |
| AdjoinRoot.powerBasis',1,False,-1 |
| AdjoinRoot.powerBasisAux,1,False,-1 |
| AdjoinRootXPowSubCEquivToRootsOfUnity,1,False,-1 |
| Affine,3,True,0 |
| Affine.Simplex,493,True,0 |
| Affine.Triangle,51,True,0 |
| AffineAddMonoid,4,False,-1 |
| AffineBasis,71,True,0 |
| AffineBasis.instSMul,1,False,-1 |
| AffineBasis.mk,2,False,-1 |
| AffineEquiv,154,True,0 |
| AffineEquiv.Simps,2,False,-1 |
| AffineEquiv.mk,3,True,0 |
| AffineEquiv.ofBijective,1,False,-1 |
| AffineIndependent,52,True,0 |
| AffineIsometry,54,True,0 |
| AffineIsometry.mk,3,False,-1 |
| AffineIsometryEquiv,112,True,0 |
| AffineIsometryEquiv.mk,2,False,-1 |
| AffineMap,201,True,0 |
| AffineMap.distribMulAction,1,False,-1 |
| AffineMap.instModule,1,False,-1 |
| AffineMap.mk,3,True,0 |
| AffineMap.mk',1,False,-1 |
| AffineMap.restrict,7,True,0 |
| AffineMonoid,1,False,-1 |
| AffineSpace,13,True,0 |
| AffineSubspace,313,True,0 |
| AffineSubspace.Parallel,5,True,0 |
| AffineSubspace.SOppSide,14,True,0 |
| AffineSubspace.SSameSide,13,True,0 |
| AffineSubspace.WOppSide,9,True,0 |
| AffineSubspace.WSameSide,9,True,0 |
| AffineSubspace.isometryEquivMap,3,True,0 |
| AffineSubspace.mk,2,False,-1 |
| AffineSubspace.pointwiseSMul,1,False,-1 |
| AffineSubspace.signedInfDist,1,True,0 |
| AffineSubspace.toAddTorsor,1,False,-1 |
| AffineSubspace.toNormedAddTorsor,1,False,-1 |
| AhlswedeZhang,8,False,-1 |
| AhlswedeZhang.IsAntichain,1,False,-1 |
| AhlswedeZhang.supSum,1,False,-1 |
| AkraBazziRecurrence,110,True,0 |
| AkraBazziRecurrence.GrowsPolynomially,25,True,0 |
| AkraBazziRecurrence.max_bi,1,False,-1 |
| AkraBazziRecurrence.min_bi,1,False,-1 |
| AkraBazziRecurrence.mk,2,False,-1 |
| AlexDisc,14,True,0 |
| AlexDisc.Iso,3,True,0 |
| AlexDisc.mk,2,False,-1 |
| Alexandrov,18,True,0 |
| Alexandrov.principalOpen,1,False,-1 |
| Alexandrov.principals,1,False,-1 |
| Alexandrov.principalsKanExtension,1,False,-1 |
| AlexandrovDiscrete,6,True,0 |
| AlgCat,70,True,0 |
| AlgCat.HasLimits,2,True,0 |
| AlgCat.Hom,6,True,0 |
| AlgCat.instMonoidalCategory,3,True,0 |
| AlgEquiv,304,True,0 |
| AlgEquiv.Algebra,2,True,0 |
| AlgEquiv.Simps,3,False,-1 |
| AlgEquiv.fintype,1,False,-1 |
| AlgEquiv.liftNormal,1,False,-1 |
| AlgEquiv.mk,3,False,-1 |
| AlgEquiv.ofAlgHom,1,True,0 |
| AlgEquiv.ofBijective,1,False,-1 |
| AlgEquiv.ofInjective,1,False,-1 |
| AlgEquiv.ofInjectiveField,1,False,-1 |
| AlgEquiv.ofLinearEquiv,1,False,-1 |
| AlgEquiv.ofLinearEquiv_symm,1,True,0 |
| AlgEquiv.ofRingEquiv,1,False,-1 |
| AlgEquiv.restrictNormal,1,False,-1 |
| AlgEquiv.restrictNormalHom,1,False,-1 |
| AlgEquiv.restrictScalars,1,False,-1 |
| AlgEquiv.symm_mk,1,True,0 |
| AlgEquivClass,7,True,0 |
| AlgEquivClass.toAlgEquiv,1,False,-1 |
| AlgHom,247,True,0 |
| AlgHom.Finite,5,False,-1 |
| AlgHom.FinitePresentation,6,False,-1 |
| AlgHom.FiniteType,6,False,-1 |
| AlgHom.IsArithFrobAt,15,False,-1 |
| AlgHom.NonUnitalAlgHom,1,False,-1 |
| AlgHom.Simps,1,False,-1 |
| AlgHom.codRestrict,1,False,-1 |
| AlgHom.compLeftContinuous,1,False,-1 |
| AlgHom.equalizer,1,False,-1 |
| AlgHom.liftOfSurjective,1,False,-1 |
| AlgHom.mk,3,True,0 |
| AlgHom.mk',1,False,-1 |
| AlgHom.mulLeftRightMatrix,2,True,0 |
| AlgHom.ofLinearMap,1,False,-1 |
| AlgHom.restrictDomain,1,False,-1 |
| AlgHom.restrictNormal,1,False,-1 |
| AlgHom.restrictScalars,1,True,0 |
| AlgHom.toContinuousLinearMap,1,False,-1 |
| AlgHomClass,11,True,0 |
| AlgHomClass.toAlgHom,1,False,-1 |
| Algebra,546,True,0 |
| Algebra.EssFiniteType,20,True,0 |
| Algebra.Etale,11,True,0 |
| Algebra.Extension,157,True,0 |
| Algebra.FinitePresentation,23,True,0 |
| Algebra.FiniteType,26,True,0 |
| Algebra.FormallyEtale,29,True,0 |
| Algebra.FormallySmooth,46,True,0 |
| Algebra.FormallyUnramified,50,True,0 |
| Algebra.Generators,196,True,0 |
| Algebra.GrothendieckAddGroup,1,False,-1 |
| Algebra.GrothendieckGroup,10,False,-1 |
| Algebra.H1Cotangent,7,True,0 |
| Algebra.HasGoingDown,6,True,0 |
| Algebra.IsAlgebraic,69,True,0 |
| Algebra.IsCentral,16,True,0 |
| Algebra.IsEpi,2,True,0 |
| Algebra.IsEtaleAt,1,False,-1 |
| Algebra.IsGeometricallyReduced,4,True,0 |
| Algebra.IsIntegral,23,True,0 |
| Algebra.IsInvariant,8,True,0 |
| Algebra.IsPushout,23,True,0 |
| Algebra.IsQuadraticExtension,9,True,0 |
| Algebra.IsSeparable,12,True,0 |
| Algebra.IsSmoothAt,2,True,0 |
| Algebra.IsStandardEtale,5,True,0 |
| Algebra.IsStandardOpenImmersion,3,True,0 |
| Algebra.IsStandardSmooth,13,True,0 |
| Algebra.IsStandardSmoothOfRelationDimension,1,True,0 |
| Algebra.IsStandardSmoothOfRelativeDimension,13,True,0 |
| Algebra.IsUnramifiedAt,4,False,-1 |
| Algebra.Norm,17,True,0 |
| Algebra.PowerBasis,3,True,0 |
| Algebra.PreSubmersivePresentation,68,True,0 |
| Algebra.Presentation,102,True,0 |
| Algebra.QuasiFinite,27,True,0 |
| Algebra.QuasiFiniteAt,8,True,0 |
| Algebra.RingHom,5,True,0 |
| Algebra.Smooth,13,True,0 |
| Algebra.Subalgebra,1,True,0 |
| Algebra.SubmersivePresentation,74,True,0 |
| Algebra.TensorProduct,222,True,0 |
| Algebra.Transcendental,6,True,0 |
| Algebra.Unramified,7,True,0 |
| Algebra.ZariskisMainProperty,3,False,-1 |
| Algebra.adjoin,10,True,0 |
| Algebra.algHom,1,False,-1 |
| Algebra.discr,1,True,0 |
| Algebra.elemental,9,False,-1 |
| Algebra.id,3,False,-1 |
| Algebra.intNorm,1,False,-1 |
| Algebra.intTrace,1,False,-1 |
| Algebra.lsmul,1,False,-1 |
| Algebra.mk,1,False,-1 |
| Algebra.normalizedTrace,1,False,-1 |
| Algebra.pushoutDesc,1,False,-1 |
| Algebra.tensorH1CotangentOfIsLocalization,1,False,-1 |
| AlgebraNorm,15,True,0 |
| AlgebraNorm.mk,2,False,-1 |
| AlgebraNormClass,4,True,0 |
| Algebraic,10,False,-1 |
| AlgebraicClosure,25,True,0 |
| AlgebraicClosure.Monics,2,True,0 |
| AlgebraicClosure.finEquivRoots,1,False,-1 |
| AlgebraicClosure.instSMulOfIsScalarTower,1,False,-1 |
| AlgebraicClosure.maxIdeal,1,True,0 |
| AlgebraicGeometry,782,True,0 |
| AlgebraicGeometry.AffineScheme,23,True,0 |
| AlgebraicGeometry.AffineSpace,71,False,-1 |
| AlgebraicGeometry.AffineTargetMorphismProperty,22,True,0 |
| AlgebraicGeometry.ExistsHomHomCompEqCompAux,28,True,0 |
| AlgebraicGeometry.Flat,23,True,0 |
| AlgebraicGeometry.FormallyUnramified,10,True,0 |
| AlgebraicGeometry.HasAffineProperty,35,True,0 |
| AlgebraicGeometry.HasRingHomProperty,36,True,0 |
| AlgebraicGeometry.Ideal,1,True,0 |
| AlgebraicGeometry.IsAffine,4,True,0 |
| AlgebraicGeometry.IsAffineHom,4,True,0 |
| AlgebraicGeometry.IsAffineOpen,89,True,0 |
| AlgebraicGeometry.IsArtinianScheme,6,True,0 |
| AlgebraicGeometry.IsClosedImmersion,40,True,0 |
| AlgebraicGeometry.IsDominant,7,True,0 |
| AlgebraicGeometry.IsEtale,6,True,0 |
| AlgebraicGeometry.IsFinite,26,True,0 |
| AlgebraicGeometry.IsImmersion,26,True,0 |
| AlgebraicGeometry.IsIntegral,3,True,0 |
| AlgebraicGeometry.IsIntegralHom,22,True,0 |
| AlgebraicGeometry.IsLocalAtSource,12,False,-1 |
| AlgebraicGeometry.IsLocalAtTarget,10,False,-1 |
| AlgebraicGeometry.IsLocalIso,9,True,0 |
| AlgebraicGeometry.IsLocallyArtinian,10,True,0 |
| AlgebraicGeometry.IsLocallyNoetherian,3,True,0 |
| AlgebraicGeometry.IsNoetherian,4,True,0 |
| AlgebraicGeometry.IsOpenImmersion,82,True,0 |
| AlgebraicGeometry.IsPreimmersion,17,True,0 |
| AlgebraicGeometry.IsProper,19,True,0 |
| AlgebraicGeometry.IsReduced,3,True,0 |
| AlgebraicGeometry.IsSeparated,26,True,0 |
| AlgebraicGeometry.IsSmooth,2,True,0 |
| AlgebraicGeometry.IsSmoothOfRelativeDimension,3,True,0 |
| AlgebraicGeometry.IsStableUnderBaseChange,1,False,-1 |
| AlgebraicGeometry.IsZariskiLocalAtSource,12,True,0 |
| AlgebraicGeometry.IsZariskiLocalAtTarget,12,True,0 |
| AlgebraicGeometry.LocallyOfFinitePresentation,3,True,0 |
| AlgebraicGeometry.LocallyOfFiniteType,6,True,0 |
| AlgebraicGeometry.LocallyQuasiFinite,3,True,0 |
| AlgebraicGeometry.LocallyRingedSpace,250,True,0 |
| AlgebraicGeometry.Polynomial,5,False,-1 |
| AlgebraicGeometry.PresheafedSpace,234,True,0 |
| AlgebraicGeometry.PrimeSpectrum,1,True,0 |
| AlgebraicGeometry.Proj,88,True,0 |
| AlgebraicGeometry.ProjIsoSpecTopComponent,35,True,0 |
| AlgebraicGeometry.ProjectiveSpectrum,35,True,0 |
| AlgebraicGeometry.QuasiCompact,5,True,0 |
| AlgebraicGeometry.QuasiCompactCover,16,True,0 |
| AlgebraicGeometry.QuasiSeparated,5,True,0 |
| AlgebraicGeometry.RingedSpace,21,True,0 |
| AlgebraicGeometry.Scheme,1932,True,0 |
| AlgebraicGeometry.SheafedSpace,129,True,0 |
| AlgebraicGeometry.Spec,71,True,0 |
| AlgebraicGeometry.StructureSheaf,117,True,0 |
| AlgebraicGeometry.Surjective,9,True,0 |
| AlgebraicGeometry.SurjectiveOnStalks,16,True,0 |
| AlgebraicGeometry.UniversallyClosed,7,True,0 |
| AlgebraicGeometry.UniversallyInjective,5,True,0 |
| AlgebraicGeometry.UniversallyOpen,16,True,0 |
| AlgebraicGeometry.ValuativeCommSq,15,True,0 |
| AlgebraicGeometry.ValuativeCriterion,11,True,0 |
| AlgebraicGeometry.affineAnd,1,False,-1 |
| AlgebraicGeometry.instAlgebraCarrierObjOppositeOpensCarrierCarrierCommRingCatPresheafOpOpensFunctionFieldOfNonemptyToScheme,1,False,-1 |
| AlgebraicGeometry.sourceAffineLocally,1,False,-1 |
| AlgebraicGeometry.sourceLocalClosure,12,True,0 |
| AlgebraicGeometry.ΓSpec,20,True,0 |
| AlgebraicIndepOn,5,True,0 |
| AlgebraicIndependent,87,True,0 |
| AlgebraicIndependent.aevalEquiv,1,False,-1 |
| AlgebraicIndependent.aevalEquivField,1,False,-1 |
| AlgebraicIndependent.matroid,1,False,-1 |
| AlgebraicIndependent.mvPolynomialOptionEquivPolynomialAdjoin,1,False,-1 |
| AlgebraicTopology,24,True,0 |
| AlgebraicTopology.AlternatingCofaceMapComplex,5,True,0 |
| AlgebraicTopology.AlternatingFaceMapComplex,10,True,0 |
| AlgebraicTopology.DoldKan,294,True,0 |
| AlgebraicTopology.NormalizedMooreComplex,10,True,0 |
| AlgebraicTopology.SSet,1,True,0 |
| Alignment,6,True,0 |
| Alignment.center,1,False,-1 |
| Alignment.left,1,False,-1 |
| Alignment.right,1,False,-1 |
| AlternatingGroup,8,True,0 |
| AlternatingMap,183,True,0 |
| AlternatingMap.constLinearEquivOfIsEmpty,1,False,-1 |
| AlternatingMap.constOfIsEmpty,1,False,-1 |
| AlternatingMap.domCoprod,4,True,0 |
| AlternatingMap.instDistribMulAction,1,False,-1 |
| AlternatingMap.instModule,1,False,-1 |
| AlternatingMap.instSMul,1,False,-1 |
| AlternatingMap.measure,1,False,-1 |
| AlternatingMap.mk,3,True,0 |
| AlternatingMap.mkContinuous,1,False,-1 |
| AlternatingMap.ofSubsingleton,1,False,-1 |
| Alternative,5,True,0 |
| AlternativeMonad,5,True,0 |
| AmpleSet,8,False,-1 |
| AnalyticAt,102,True,0 |
| AnalyticAtWithin,1,True,0 |
| AnalyticOn,53,True,0 |
| AnalyticOnNhd,91,True,0 |
| AnalyticWithinAt,48,True,0 |
| And,11,True,0 |
| AndOp,4,True,0 |
| AndThen,4,True,0 |
| AntilipschitzWith,46,True,0 |
| AntisymmRel,38,True,0 |
| Antisymmetrization,5,True,0 |
| Antitone,179,True,0 |
| AntitoneOn,90,True,0 |
| Antivary,52,True,0 |
| AntivaryOn,55,True,0 |
| Append,4,True,0 |
| Applicative,10,True,0 |
| ApplicativeTransformation,24,True,0 |
| ApplicativeTransformation.mk,2,False,-1 |
| ApproximatesLinearOn,31,True,0 |
| Archimedean,22,True,0 |
| ArchimedeanClass,100,True,0 |
| ArchimedeanClass.FiniteElement,31,True,0 |
| ArchimedeanClass.FiniteResidueField,19,True,0 |
| ArchimedeanClass.ball,1,False,-1 |
| ArchimedeanClass.closedBall,1,False,-1 |
| ArchimedeanClass.lift,1,False,-1 |
| ArchimedeanClass.liftOrderHom,1,False,-1 |
| ArchimedeanClass.stdPart,1,True,0 |
| ArithmeticFunction,234,True,0 |
| ArithmeticFunction.IsMultiplicative,27,True,0 |
| ArithmeticFunction.Moebius,1,False,-1 |
| ArithmeticFunction.Omega,1,False,-1 |
| ArithmeticFunction.omega,1,False,-1 |
| ArithmeticFunction.sigma,1,False,-1 |
| ArithmeticFunction.vonMangoldt,19,True,0 |
| ArithmeticFunction.zeta,1,False,-1 |
| Array,1999,True,0 |
| Array.Array,1,True,0 |
| Array.Matcher,19,True,0 |
| Array.Mem,2,True,0 |
| Array.Perm,13,True,0 |
| Array.PrefixTable,10,True,0 |
| Array.Subarray,1,True,0 |
| Array.anyM,4,True,0 |
| Array.appendCore,1,True,0 |
| Array.attachWith,1,True,0 |
| Array.back,1,True,0 |
| Array.cyclicPermute!,1,True,0 |
| Array.eraseIdx,2,True,0 |
| Array.extract,2,True,0 |
| Array.findIdx?,2,True,0 |
| Array.foldlM,4,True,0 |
| Array.foldlM_toList,1,True,0 |
| Array.foldrM,4,True,0 |
| Array.foldrM_eq_reverse_foldlM_toList,1,False,-1 |
| Array.forIn',4,True,0 |
| Array.getElem_zero_flatten,1,True,0 |
| Array.getInternal,1,False,-1 |
| Array.getLit,1,False,-1 |
| Array.insertIdx,1,True,0 |
| Array.isEqvAux,1,True,0 |
| Array.isPrefixOfAux,1,True,0 |
| Array.mapFinIdxM,4,True,0 |
| Array.merge,2,True,0 |
| Array.mergeAdjacentDups,2,True,0 |
| Array.mergeDedupWith,2,True,0 |
| Array.mergeUnsortedDedup,1,True,0 |
| Array.mk,2,True,0 |
| Array.mkPrefixTableOfStream,1,True,0 |
| Array.pmap,1,True,0 |
| Array.qpartition,1,False,-1 |
| Array.reverse,3,True,0 |
| Array.set,1,True,0 |
| Array.swap,1,False,-1 |
| Array.swapAt,1,False,-1 |
| Array.toListLitAux,2,False,-1 |
| Array.uset,1,False,-1 |
| ArzelaAscoli,4,True,0 |
| AsLinearOrder,1,False,-1 |
| AssociatePrimes,1,True,0 |
| Associated,53,True,0 |
| Associates,175,True,0 |
| Associates.FactorSet,6,True,0 |
| Associates.Prime,1,True,0 |
| Associates.bcount,2,True,0 |
| Associates.count,1,True,0 |
| Associates.factors,1,True,0 |
| Associates.factors',1,False,-1 |
| Associates.instLattice,1,False,-1 |
| Associates.instMax,1,False,-1 |
| Associates.instMin,1,False,-1 |
| Associates.out,1,False,-1 |
| Asymptotics,292,True,0 |
| Asymptotics.Filter,1,True,0 |
| Asymptotics.IsBigO,106,True,0 |
| Asymptotics.IsBigOTVS,26,True,0 |
| Asymptotics.IsBigOWith,66,True,0 |
| Asymptotics.IsEquivalent,41,True,0 |
| Asymptotics.IsLittleO,95,True,0 |
| Asymptotics.IsLittleOTVS,33,True,0 |
| Asymptotics.IsTheta,50,True,0 |
| Asymptotics.IsThetaTVS,7,True,0 |
| Asymptotics.SuperpolynomialDecay,19,True,0 |
| Asymptotics.isBigOTVS,1,False,-1 |
| Asymptotics.isLittleOTVS,1,False,-1 |
| AugmentedSimplexCategory,96,False,-1 |
| BAll,2,False,-1 |
| BEq,13,True,0 |
| BEx,4,False,-1 |
| BaireMeasurableSet,16,True,0 |
| BaireSpace,5,True,0 |
| Balanced,27,True,0 |
| BarrelledSpace,2,True,0 |
| BaseIO,8,True,0 |
| Basis,14,True,0 |
| Basis.multilinearMap,1,False,-1 |
| Basis.piTensorProduct,1,False,-1 |
| Batteries,49,True,0 |
| Batteries.AssocList,85,True,0 |
| Batteries.BEqCmp,4,True,0 |
| Batteries.BinaryHeap,26,True,0 |
| Batteries.BinomialHeap,135,True,0 |
| Batteries.ByteSubarray,23,True,0 |
| Batteries.CodeAction,49,True,0 |
| Batteries.DList,29,True,0 |
| Batteries.ExtendedBinder,4,True,0 |
| Batteries.HashMap,31,True,0 |
| Batteries.LECmp,5,True,0 |
| Batteries.LTCmp,7,True,0 |
| Batteries.LawfulCmp,8,True,0 |
| Batteries.Linter,27,False,-1 |
| Batteries.OrientedCmp,8,True,0 |
| Batteries.OrientedOrd,5,False,-1 |
| Batteries.PairingHeap,19,False,-1 |
| Batteries.PairingHeapImp,62,True,0 |
| Batteries.RBColor,7,True,0 |
| Batteries.RBMap,108,True,0 |
| Batteries.RBNode,434,True,0 |
| Batteries.RBSet,141,True,0 |
| Batteries.Random,30,False,-1 |
| Batteries.RunningStats,11,True,0 |
| Batteries.TotalBLE,2,True,0 |
| Batteries.TransCmp,13,True,0 |
| Batteries.TransOrd,5,False,-1 |
| Batteries.UFNode,6,True,0 |
| Batteries.UnionFind,117,True,0 |
| Batteries.Util,10,False,-1 |
| Batteries.Vector,1,False,-1 |
| Batteries.instInhabitedAssocList,1,True,0 |
| Batteries.instReprRBColor,1,True,0 |
| Batteries.instReprRBNode,1,True,0 |
| BddAbove,36,True,0 |
| BddBelow,26,True,0 |
| BddDistLat,41,True,0 |
| BddDistLat.Hom,6,True,0 |
| BddDistLat.Iso,3,True,0 |
| BddDistLat.mk,2,False,-1 |
| BddLat,36,True,0 |
| BddLat.Hom,6,True,0 |
| BddLat.Iso,3,True,0 |
| BddLat.mk,2,False,-1 |
| BddOrd,37,True,0 |
| BddOrd.Hom,6,True,0 |
| BddOrd.Iso,3,True,0 |
| BddOrd.mk,2,False,-1 |
| Behrend,49,True,0 |
| Bertrand,1,True,0 |
| Besicovitch,28,True,0 |
| Besicovitch.BallPackage,10,True,0 |
| Besicovitch.SatelliteConfig,21,True,0 |
| Besicovitch.TauPackage,24,True,0 |
| Besicovitch.goodδ,1,False,-1 |
| BestFirstNode,5,True,0 |
| BestFirstNode.mk,2,False,-1 |
| BestFirstQueue,7,True,0 |
| BialgCat,40,True,0 |
| BialgCat.Hom,9,True,0 |
| BialgCat.MonoidalCategory,3,True,0 |
| BialgCat.mk,2,False,-1 |
| BialgEquiv,74,True,0 |
| BialgEquiv.Simps,2,False,-1 |
| BialgEquiv.mk,2,True,0 |
| BialgEquivClass,7,True,0 |
| BialgHom,55,True,0 |
| BialgHom.Simps,1,False,-1 |
| BialgHom.mk,3,False,-1 |
| BialgHomClass,8,True,0 |
| BialgHomClass.toBialgHom,1,False,-1 |
| Bialgebra,36,True,0 |
| Bialgebra.TensorProduct,24,True,0 |
| Bicategory.Opposite,46,True,0 |
| Bicompl,1,True,0 |
| Bicompr,1,True,0 |
| Bifunctor,25,True,0 |
| Bifunctor.mapEquiv,1,False,-1 |
| BigOperators,14,False,-1 |
| BiheytingAlgebra,9,True,0 |
| BiheytingHom,27,True,0 |
| BiheytingHom.mk,2,False,-1 |
| BiheytingHomClass,6,True,0 |
| BilinForm,15,False,-1 |
| BilinearForm,1,False,-1 |
| Bimod,59,True,0 |
| Bimod.AssociatorBimod,8,True,0 |
| Bimod.Hom,11,True,0 |
| Bimod.LeftUnitorBimod,6,True,0 |
| Bimod.RightUnitorBimod,6,True,0 |
| Bimod.TensorBimod,12,True,0 |
| Bimod.mk,2,False,-1 |
| Bind,6,True,0 |
| BinomialRing,5,True,0 |
| Bipointed,29,True,0 |
| Bipointed.Hom,15,True,0 |
| Bipointed.mk,2,False,-1 |
| BitVec,1472,True,0 |
| BitVec.BitVec,1,True,0 |
| BitVec.DivModArgs,6,True,0 |
| BitVec.DivModState,27,True,0 |
| BitVec.Literal,6,True,0 |
| BitVec.aandRec,1,True,0 |
| BitVec.cast,1,True,0 |
| BitVec.hash,1,False,-1 |
| BitVec.instDecidableEqLiteral,1,True,0 |
| BitVec.instReprLiteral,1,True,0 |
| BitVec.iunfoldr,1,False,-1 |
| BitVec.mulRec,1,False,-1 |
| BitVec.ofBoolListBE,1,False,-1 |
| BitVec.ofBoolListLE,1,False,-1 |
| BitVec.ofFin,2,False,-1 |
| BitVec.ofNatLT,1,True,0 |
| BitVec.replicate,1,False,-1 |
| BitVec.resRec,2,True,0 |
| BitVec.reverse,1,False,-1 |
| BitVec.setWidth',1,False,-1 |
| BitVec.shiftLeftRec,1,False,-1 |
| BitVec.sshiftRightRec,1,False,-1 |
| BitVec.uppcRec,2,False,-1 |
| BitVec.ushiftRightRec,1,False,-1 |
| Bitraversable,26,True,0 |
| Bool,392,True,0 |
| Bool.false,1,False,-1 |
| Bool.true,1,False,-1 |
| BoolAlg,43,True,0 |
| BoolAlg.Hom,6,True,0 |
| BoolAlg.Iso,3,True,0 |
| BoolAlg.of,2,False,-1 |
| BoolRing,17,True,0 |
| BoolRing.Hom,5,True,0 |
| BoolRing.Iso,3,True,0 |
| BoolRing.of,2,False,-1 |
| BooleanAlgebra,22,True,0 |
| BooleanRing,24,True,0 |
| BooleanSubalgebra,129,True,0 |
| BooleanSubalgebra.mk,2,False,-1 |
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| Booleanisation.LE,3,True,0 |
| Booleanisation.LT,3,True,0 |
| BorelSpace,4,True,0 |
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| Born.of,2,False,-1 |
| Bornology,86,True,0 |
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| Bornology.IsCobounded,6,True,0 |
| Bornology.IsVonNBounded,24,True,0 |
| Bornology.inCompact,1,False,-1 |
| Bornology.ofDist,1,False,-1 |
| Bornology.relativelyCompact,1,True,0 |
| Bot,6,True,0 |
| BotHom,46,True,0 |
| BotHom.mk,2,False,-1 |
| BotHomClass,3,True,0 |
| Bound,6,False,-1 |
| BoundarylessManifold,3,True,0 |
| BoundedAdd,2,True,0 |
| BoundedContinuousFunction,315,True,0 |
| BoundedContinuousFunction.AlgHom,3,True,0 |
| BoundedContinuousFunction.NNReal,1,True,0 |
| BoundedContinuousFunction.Simps,1,False,-1 |
| BoundedContinuousFunction.char,1,True,0 |
| BoundedContinuousFunction.charAlgHom,1,False,-1 |
| BoundedContinuousFunction.charMonoidHom,1,False,-1 |
| BoundedContinuousFunction.charPoly,1,False,-1 |
| BoundedContinuousFunction.comp,1,False,-1 |
| BoundedContinuousFunction.extend,1,False,-1 |
| BoundedContinuousFunction.instAdd,1,False,-1 |
| BoundedContinuousFunction.instAddCommMonoid,1,False,-1 |
| BoundedContinuousFunction.instCommMonoid,1,False,-1 |
| BoundedContinuousFunction.instDistribMulAction,1,False,-1 |
| BoundedContinuousFunction.instModule,1,False,-1 |
| BoundedContinuousFunction.instMonoid,1,False,-1 |
| BoundedContinuousFunction.instMul,1,False,-1 |
| BoundedContinuousFunction.instSMul,1,False,-1 |
| BoundedContinuousFunction.instSMulNat,1,False,-1 |
| BoundedContinuousFunction.instSemiring,1,False,-1 |
| BoundedContinuousFunction.instStarAddMonoid,1,False,-1 |
| BoundedContinuousFunction.instSub,1,False,-1 |
| BoundedContinuousFunction.mk,3,True,0 |
| BoundedContinuousFunction.mkOfBound,1,False,-1 |
| BoundedContinuousFunction.mkOfCompact,1,False,-1 |
| BoundedContinuousFunction.ofNormedAddCommGroup,1,False,-1 |
| BoundedContinuousFunction.toLp,1,False,-1 |
| BoundedContinuousMapClass,3,True,0 |
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| BoundedLatticeHomClass,8,True,0 |
| BoundedMul,2,True,0 |
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| BoundedOrderHom.mk,2,False,-1 |
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| BoundedSub,2,True,0 |
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| BoxIntegral,44,True,0 |
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| BoxIntegral.unitPartition,38,True,0 |
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| Brauer,1,True,0 |
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| BumpCovering,45,True,0 |
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| BumpCovering.ind,1,False,-1 |
| BumpCovering.mk,2,False,-1 |
| Bundle,39,True,0 |
| Bundle.ContMDiffRiemannianMetric,11,True,0 |
| Bundle.ContinuousLinearMap,7,True,0 |
| Bundle.ContinuousRiemannianMetric,10,True,0 |
| Bundle.Prod,1,False,-1 |
| Bundle.Pullback,4,True,0 |
| Bundle.RiemannianBundle,3,True,0 |
| Bundle.RiemannianMetric,10,True,0 |
| Bundle.TotalSpace,21,True,0 |
| Bundle.Trivial,28,True,0 |
| Bundle.instNormedAddCommGroupOfRiemannianBundle,1,False,-1 |
| ByteArray,160,True,0 |
| ByteArray.IsValidUTF8,4,True,0 |
| ByteArray.Iterator,21,True,0 |
| ByteArray.findFinIdx?,2,True,0 |
| ByteArray.findIdx?,2,True,0 |
| ByteArray.foldlM,1,True,0 |
| ByteArray.forIn,1,True,0 |
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| ByteArray.instBEq,1,True,0 |
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| ByteArray.mk,2,False,-1 |
| ByteArray.set,1,False,-1 |
| ByteArray.toList,2,True,0 |
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| ByteArray.utf8DecodeChar,1,True,0 |
| ByteArray.utf8DecodeChar?,44,True,0 |
| ByteArray.validateUTF8,3,True,0 |
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| CFC,208,True,0 |
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| CFC.instPowReal,1,False,-1 |
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| CFC.nnrpow,1,False,-1 |
| CFC.rpow,1,False,-1 |
| CFC.sqrt,1,True,0 |
| CFilter,14,True,0 |
| CFilter.mk,3,False,-1 |
| CPolynomialAt,15,True,0 |
| CPolynomialOn,16,True,0 |
| CSA,6,True,0 |
| CSA.mk,2,False,-1 |
| CStarAlgebra,95,True,0 |
| CStarAlgebra.instNegPart,1,False,-1 |
| CStarAlgebra.instPosPart,1,False,-1 |
| CStarMatrix,142,True,0 |
| CStarMatrix.instNonUnitalNormedRing,1,False,-1 |
| CStarMatrix.instNorm,1,False,-1 |
| CStarMatrix.instNormedAddCommGroup,1,False,-1 |
| CStarMatrix.instNormedRing,1,False,-1 |
| CStarMatrix.instPartialOrder,1,False,-1 |
| CStarModule,41,True,0 |
| CStarModule.innerSL,1,False,-1 |
| CStarModule.innerₛₗ,1,False,-1 |
| CStarRing,23,True,0 |
| CStarRing.MulOpposite,1,False,-1 |
| CalcPanel,1,False,-1 |
| CalcParams,5,True,0 |
| CalcParams.mk,2,False,-1 |
| CanLift,2,True,0 |
| CancelCommMonoid,9,True,0 |
| CancelCommMonoid.mk,2,False,-1 |
| CancelCommMonoidWithZero,4,True,0 |
| CancelCommMonoidWithZero.mk,2,False,-1 |
| CancelDenoms,22,True,0 |
| CancelDenoms.CancelResult,6,True,0 |
| CancelMonoid,9,True,0 |
| CancelMonoidWithZero,4,True,0 |
| CancelMonoidWithZero.mk,2,False,-1 |
| CanonicallyOrderedAdd,18,True,0 |
| CanonicallyOrderedAddCommMonoid,2,False,-1 |
| CanonicallyOrderedCommMonoid,2,True,0 |
| CanonicallyOrderedMul,6,True,0 |
| CantorScheme,6,True,0 |
| CantorScheme.Antitone,1,True,0 |
| CantorScheme.ClosureAntitone,2,True,0 |
| CantorScheme.Disjoint,1,True,0 |
| CantorScheme.VanishingDiam,2,True,0 |
| Caratheodory,7,True,0 |
| Cardinal,983,True,0 |
| Cardinal.Categorical,1,True,0 |
| Cardinal.IsInaccessible,7,True,0 |
| Cardinal.IsRegular,8,True,0 |
| Cardinal.IsStrongLimit,7,True,0 |
| Cardinal.Real,4,False,-1 |
| Cardinal.ord,2,False,-1 |
| Cardinal.preBeth,1,False,-1 |
| CardinalInterFilter,5,True,0 |
| CartanMatrix,67,True,0 |
| CartanMatrix.Generators,11,True,0 |
| CartanMatrix.Relations,8,True,0 |
| CasesAltInfo,4,True,0 |
| CasesAltInfo.ctor,2,False,-1 |
| CasesAltInfo.default,2,False,-1 |
| CasesInfo,9,True,0 |
| CasesInfo.mk,2,False,-1 |
| CategoryTheory,3428,True,0 |
| CategoryTheory.AB4,1,True,0 |
| CategoryTheory.AB4OfSize,2,True,0 |
| CategoryTheory.AB4Star,1,False,-1 |
| CategoryTheory.AB4StarOfSize,2,True,0 |
| CategoryTheory.AB5OfSize,2,True,0 |
| CategoryTheory.AB5StarOfSize,2,True,0 |
| CategoryTheory.Abelian,418,True,0 |
| CategoryTheory.AbelianOfAdjunction,2,True,0 |
| CategoryTheory.ActionCategory,29,True,0 |
| CategoryTheory.AdditiveFunctor,20,True,0 |
| CategoryTheory.Adhesive,10,True,0 |
| CategoryTheory.Adjunction,558,True,0 |
| CategoryTheory.Algebra,1,False,-1 |
| CategoryTheory.AreEqualizedByLocalization,3,True,0 |
| CategoryTheory.Arrow,130,True,0 |
| CategoryTheory.Artinian,3,True,0 |
| CategoryTheory.AsSmall,17,True,0 |
| CategoryTheory.Aut,12,True,0 |
| CategoryTheory.Balanced,2,True,0 |
| CategoryTheory.BasedCategory,17,True,0 |
| CategoryTheory.BasedFunctor,18,True,0 |
| CategoryTheory.BasedNatIso,5,True,0 |
| CategoryTheory.BasedNatTrans,25,True,0 |
| CategoryTheory.BicartesianSq,10,True,0 |
| CategoryTheory.BicategoricalCoherence,25,True,0 |
| CategoryTheory.Bicategory,846,True,0 |
| CategoryTheory.Bicone,9,True,0 |
| CategoryTheory.BiconeHom,14,True,0 |
| CategoryTheory.Bifunctor,5,True,0 |
| CategoryTheory.Bimon,105,True,0 |
| CategoryTheory.BimonObj,12,True,0 |
| CategoryTheory.BinaryCofan,4,True,0 |
| CategoryTheory.Biprod,19,True,0 |
| CategoryTheory.Biproduct,2,False,-1 |
| CategoryTheory.BraidedCategory,127,True,0 |
| CategoryTheory.Bundled,11,True,0 |
| CategoryTheory.BundledHom,20,True,0 |
| CategoryTheory.CanonicallyOverClass,6,True,0 |
| CategoryTheory.CartesianClosed,24,False,-1 |
| CategoryTheory.CartesianCopyDiscard,4,False,-1 |
| CategoryTheory.CartesianMonoidalCategory,190,True,0 |
| CategoryTheory.Cat,204,True,0 |
| CategoryTheory.CatCenter,35,True,0 |
| CategoryTheory.CatCommSq,33,True,0 |
| CategoryTheory.CatEnriched,19,False,-1 |
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| CategoryTheory.prod,46,True,0 |
| CategoryTheory.prodComonad,1,False,-1 |
| CategoryTheory.pullbackShiftIso,1,False,-1 |
| CategoryTheory.regularCoverage,1,False,-1 |
| CategoryTheory.regularTopology,36,True,0 |
| CategoryTheory.retraction,1,True,0 |
| CategoryTheory.rightDistrib,1,False,-1 |
| CategoryTheory.rightDistributor,1,False,-1 |
| CategoryTheory.section_,1,True,0 |
| CategoryTheory.separator,1,False,-1 |
| CategoryTheory.sheafCompose,1,False,-1 |
| CategoryTheory.sheafifyComposeIso,1,False,-1 |
| CategoryTheory.sheafifyLift,1,True,0 |
| CategoryTheory.shiftFunctorAdd',1,False,-1 |
| CategoryTheory.shiftFunctorCompIsoId,1,False,-1 |
| CategoryTheory.shiftFunctorZero',1,False,-1 |
| CategoryTheory.shrinkYoneda,1,False,-1 |
| CategoryTheory.sum,43,True,0 |
| CategoryTheory.toNerve₂,1,False,-1 |
| CategoryTheory.types,1,True,0 |
| CategoryTheory.uniqueHomsetOfZero,1,False,-1 |
| CategoryTheory.unitCompPartialBijective,1,False,-1 |
| CategoryTheory.wideSubcategory,1,False,-1 |
| CategoryTheory.wideSubcategoryInclusion,2,False,-1 |
| CauSeq,161,True,0 |
| CauSeq.Completion,54,True,0 |
| CauSeq.IsComplete,2,True,0 |
| CauSeq.addGroup,1,False,-1 |
| CauSeq.const,1,True,0 |
| CauSeq.equiv,1,False,-1 |
| CauSeq.instAdd,1,False,-1 |
| CauSeq.instCommRingOfIsAbsoluteValue,1,False,-1 |
| CauSeq.instMul,1,False,-1 |
| CauSeq.instNeg,1,False,-1 |
| CauSeq.instOne,1,False,-1 |
| CauSeq.instPowNat,1,False,-1 |
| CauSeq.instSMul,1,False,-1 |
| CauSeq.instSub,1,False,-1 |
| CauSeq.inv,1,False,-1 |
| CauSeq.lim,1,False,-1 |
| CauSeq.ring,1,False,-1 |
| Cauchy,10,True,0 |
| CauchyFilter,27,True,0 |
| CauchySeq,19,True,0 |
| CeilDiv,6,True,0 |
| CentroidHom,111,True,0 |
| CentroidHom.mk,3,False,-1 |
| CentroidHomClass,4,True,0 |
| ChainClosure,8,True,0 |
| ChainClosure.below,2,True,0 |
| ChainCompletePartialOrder,16,True,0 |
| ChainCompletePartialOrder.IsAdmissible,4,True,0 |
| ChainCompletePartialOrder.IsExtremePt,8,True,0 |
| ChainComplex,87,True,0 |
| ChainComplex.mkHom,1,False,-1 |
| ChainComplex.single₀,1,False,-1 |
| Char,196,True,0 |
| Char.beqCaseInsensitiveAsciiOnly,2,False,-1 |
| Char.mk,3,True,0 |
| Char.ofNatAux,2,False,-1 |
| Char.succ?,1,True,0 |
| Char.utf8Size,2,True,0 |
| CharP,61,True,0 |
| CharP.CharOne,1,True,0 |
| CharTwo,21,True,0 |
| CharTwo.CommRing,2,False,-1 |
| CharZero,9,True,0 |
| CharZero.NeZero,1,True,0 |
| CharacterModule,35,True,0 |
| CharacterModule.int,2,True,0 |
| ChartedSpace,31,True,0 |
| ChartedSpace.LiftPropWithinAt,3,True,0 |
| ChartedSpace.sum_of_nonempty,1,False,-1 |
| ChartedSpaceCore,14,True,0 |
| ChartedSpaceCore.mk,2,False,-1 |
| ChartedSpaceCore.openPartialHomeomorph,1,False,-1 |
| Chebyshev,33,False,-1 |
| ChevalleyThm,4,True,0 |
| ChevalleyThm.MvPolynomialC,13,True,0 |
| Choose,7,False,-1 |
| Circle,74,True,0 |
| CircleDeg1Lift,138,True,0 |
| CircleDeg1Lift.mk,2,False,-1 |
| CircleIntegrable,10,True,0 |
| CircularOrder,4,True,0 |
| CircularPartialOrder,4,True,0 |
| CircularPreorder,8,True,0 |
| Class,56,True,0 |
| ClassGroup,44,True,0 |
| ClassGroup.distinctElems,1,False,-1 |
| ClassGroup.finsetApprox,2,True,0 |
| ClassGroup.mk,1,False,-1 |
| ClassGroup.mk0,1,False,-1 |
| ClassGroup.normBound,1,False,-1 |
| Classical,63,True,0 |
| Classical.Order,8,False,-1 |
| Classical.arbitrary,1,False,-1 |
| Classical.choice,1,False,-1 |
| Classical.choose,1,True,0 |
| Classical.epsilon,1,False,-1 |
| Classical.indefiniteDescription,1,False,-1 |
| Classical.inhabited_of_nonempty',1,False,-1 |
| Classical.ofNonempty,1,False,-1 |
| Classical.strongIndefiniteDescription,1,False,-1 |
| CliffordAlgebra,227,True,0 |
| CliffordAlgebra.EquivEven,14,True,0 |
| CliffordAlgebra.EvenHom,11,True,0 |
| CliffordAlgebra.GradedAlgebra,4,True,0 |
| CliffordAlgebra.Rel,1,True,0 |
| CliffordAlgebra.changeForm,5,True,0 |
| CliffordAlgebra.changeFormEquiv,1,False,-1 |
| CliffordAlgebra.even,12,True,0 |
| CliffordAlgebra.evenOdd,1,True,0 |
| CliffordAlgebra.evenToNeg,1,False,-1 |
| CliffordAlgebra.foldr,1,False,-1 |
| CliffordAlgebra.foldr',1,False,-1 |
| CliffordAlgebra.reverse,3,True,0 |
| CliffordAlgebraComplex,18,False,-1 |
| CliffordAlgebraDualNumber,4,False,-1 |
| CliffordAlgebraQuaternion,19,False,-1 |
| CliffordAlgebraRing,6,False,-1 |
| ClopenUpperSet,24,True,0 |
| ClopenUpperSet.Simps,1,False,-1 |
| ClopenUpperSet.mk,2,False,-1 |
| ClosedAddSubgroup,6,True,0 |
| ClosedAddSubgroup.mk,2,False,-1 |
| ClosedIciTopology,2,True,0 |
| ClosedIicTopology,2,True,0 |
| ClosedSubgroup,14,True,0 |
| ClosedSubgroup.mk,3,False,-1 |
| ClosedSubmodule,93,True,0 |
| ClosedSubmodule.instMax,1,False,-1 |
| ClosedSubmodule.instOrderBot,1,False,-1 |
| ClosedSubmodule.instSupSet,1,False,-1 |
| ClosedSubmodule.mk,3,True,0 |
| ClosedUnderRestriction,2,True,0 |
| ClosureOperator,55,True,0 |
| ClosureOperator.IsClosed,2,True,0 |
| ClosureOperator.mk,2,False,-1 |
| ClosureOperator.ofCompletePred,1,False,-1 |
| ClusterPt,14,True,0 |
| CoalgCat,56,True,0 |
| CoalgCat.Hom,9,True,0 |
| CoalgCat.MonoidalCategory,3,True,0 |
| CoalgCat.MonoidalCategoryAux,11,False,-1 |
| CoalgCat.mk,2,False,-1 |
| CoalgEquiv,61,True,0 |
| CoalgEquiv.Simps,2,False,-1 |
| CoalgEquiv.mk,2,True,0 |
| CoalgEquivClass,5,True,0 |
| CoalgEquivClass.toCoalgEquiv,1,False,-1 |
| CoalgHom,47,True,0 |
| CoalgHom.Simps,1,False,-1 |
| CoalgHom.copy,1,False,-1 |
| CoalgHom.mk,2,False,-1 |
| CoalgHomClass,8,True,0 |
| CoalgHomClass.toCoalgHom,1,False,-1 |
| Coalgebra,30,True,0 |
| Coalgebra.IsCocomm,2,True,0 |
| Coalgebra.Repr,16,True,0 |
| Coalgebra.TensorProduct,15,True,0 |
| CoalgebraStruct,4,True,0 |
| CochainComplex,285,True,0 |
| CochainComplex.ConnectData,41,True,0 |
| CochainComplex.HasMapBifunctor,1,False,-1 |
| CochainComplex.HomComplex,358,True,0 |
| CochainComplex.IsKInjective,6,True,0 |
| CochainComplex.IsKProjective,6,True,0 |
| CochainComplex.MappingConeCompHomotopyEquiv,5,True,0 |
| CochainComplex.ShiftSequence,4,True,0 |
| CochainComplex.cm5b,19,True,0 |
| CochainComplex.mappingCone,171,True,0 |
| CochainComplex.mappingConeHomOfDegreewiseSplitXIso,1,False,-1 |
| CochainComplex.mkHom,1,False,-1 |
| CochainComplex.shiftEval,1,False,-1 |
| CochainComplex.shiftFunctorAdd',1,False,-1 |
| CochainComplex.shiftFunctorObjXIso,1,False,-1 |
| CochainComplex.shiftFunctorZero',1,False,-1 |
| CochainComplex.shiftShortComplexFunctorIso,1,False,-1 |
| CochainComplex.shortComplexTruncLEX₃ToTruncGE,1,False,-1 |
| CochainComplex.singleFunctor,1,False,-1 |
| CochainComplex.singleFunctors,1,False,-1 |
| CochainComplex.single₀,1,False,-1 |
| CochainComplex.ιMapBifunctor,1,False,-1 |
| CocompactMap,25,True,0 |
| CocompactMap.mk,2,False,-1 |
| CocompactMapClass,6,True,0 |
| Codisjoint,21,True,0 |
| Coe,3,True,0 |
| CoeDep,3,True,0 |
| CoeFun,3,True,0 |
| CoeHTC,3,True,0 |
| CoeHTCT,3,True,0 |
| CoeHead,3,True,0 |
| CoeOTC,3,True,0 |
| CoeOut,3,True,0 |
| CoeSort,3,True,0 |
| CoeT,3,True,0 |
| CoeTC,3,True,0 |
| CoeTail,3,True,0 |
| CofiniteTopology,9,True,0 |
| Coframe,2,True,0 |
| Coheyting,19,False,-1 |
| CoheytingAlgebra,11,True,0 |
| CoheytingHom,27,True,0 |
| CoheytingHom.mk,2,False,-1 |
| CoheytingHomClass,5,True,0 |
| Colex,5,True,0 |
| Collinear,15,True,0 |
| Combinatorics,3,True,37 |
| Combinatorics.Line,57,True,37 |
| Combinatorics.Subspace,24,True,37 |
| CommAlgCat,75,True,0 |
| CommAlgCat.Hom,6,True,0 |
| CommApplicative,4,True,0 |
| CommBialgCat,45,True,0 |
| CommBialgCat.Hom,6,True,0 |
| CommCStarAlgebra,10,True,0 |
| CommGroup,29,True,0 |
| CommGroup.ofIsMulCommutative,1,False,-1 |
| CommGroup.primaryComponent,1,False,-1 |
| CommGroupWithZero,18,True,0 |
| CommGrpCat,113,True,0 |
| CommGrpCat.FilteredColimits,7,False,-1 |
| CommGrpCat.Forget₂,1,True,0 |
| CommGrpCat.Hom,6,True,0 |
| CommGrpCat.mk,2,False,-1 |
| CommGrpTypeEquivalenceCommGrp,7,True,0 |
| CommMagma,7,True,0 |
| CommMagma.IsLeftCancelMul,2,False,-1 |
| CommMagma.IsRightCancelMul,2,False,-1 |
| CommMonCat,79,True,0 |
| CommMonCat.FilteredColimits,7,True,0 |
| CommMonCat.Hom,6,True,0 |
| CommMonCat.mk,2,False,-1 |
| CommMonTypeEquivalenceCommMon,3,True,0 |
| CommMonoid,15,True,0 |
| CommMonoid.mk,1,False,-1 |
| CommMonoid.primaryComponent,2,False,-1 |
| CommMonoid.torsion,1,False,-1 |
| CommMonoidWithZero,7,True,0 |
| CommRing,19,True,0 |
| CommRing.Pic,37,True,0 |
| CommRingCat,154,True,0 |
| CommRingCat.Colimits,105,True,0 |
| CommRingCat.FilteredColimits,9,True,0 |
| CommRingCat.Hom,6,True,0 |
| CommRingCat.HomTopology,19,False,-1 |
| CommRingCat.KaehlerDifferential,7,True,5 |
| CommRingCat.Under,25,False,-1 |
| CommRingCat.of,3,False,-1 |
| CommSemiRingCat,47,True,0 |
| CommSemiRingCat.FilteredColimits,7,True,0 |
| CommSemiRingCat.Hom,6,True,0 |
| CommSemiRingCat.of,2,False,-1 |
| CommSemigroup,9,True,0 |
| CommSemiring,22,True,0 |
| Commensurable,2,False,-1 |
| Commute,219,True,0 |
| Comp,1,False,-1 |
| CompHaus,35,True,0 |
| CompHaus.lift,1,False,-1 |
| CompHaus.of,1,False,-1 |
| CompHaus.presentation,2,True,0 |
| CompHausLike,85,True,0 |
| CompHausLike.HasExplicitFiniteCoproducts,2,True,0 |
| CompHausLike.HasExplicitPullbacks,2,True,0 |
| CompHausLike.HasExplicitPullbacksOfInclusions,2,True,0 |
| CompHausLike.HasProp,2,True,0 |
| CompHausLike.LocallyConstant,38,True,0 |
| CompHausLike.LocallyConstantModule,9,True,0 |
| CompHausLike.Sigma,1,True,0 |
| CompHausLike.finiteCoproduct,11,True,0 |
| CompHausLike.isoOfBijective,1,False,-1 |
| CompHausLike.mk,2,False,-1 |
| CompHausLike.pullback,17,True,0 |
| CompHausOpToFrame,1,False,-1 |
| CompHausToLocale,1,False,-1 |
| CompRel,13,True,0 |
| CompTriple,9,True,0 |
| CompTriple.IsId,2,True,0 |
| Compact,1,True,0 |
| CompactConvergenceCLM,5,False,-1 |
| CompactExhaustion,29,True,0 |
| CompactExhaustion.mk,2,False,-1 |
| CompactIccSpace,4,True,0 |
| CompactSpace,8,True,0 |
| CompactT2,2,True,0 |
| CompactT2.ExtremallyDisconnected,1,True,0 |
| CompactT2.Projective,1,True,0 |
| CompactlyCoherentSpace,10,True,0 |
| CompactlyGenerated,25,True,0 |
| CompactlyGenerated.mk,2,False,-1 |
| CompactlyGeneratedSpace,5,True,0 |
| CompactlySupportedContinuousMap,144,True,0 |
| CompactlySupportedContinuousMap.ContinuousMap,1,False,-1 |
| CompactlySupportedContinuousMap.instAddCommGroupOfIsTopologicalAddGroup,1,False,-1 |
| CompactlySupportedContinuousMap.instAddCommMonoidOfContinuousAdd,1,False,-1 |
| CompactlySupportedContinuousMap.instAddGroup,1,False,-1 |
| CompactlySupportedContinuousMap.instAddOfContinuousAdd,1,False,-1 |
| CompactlySupportedContinuousMap.instAddZeroClassOfContinuousAdd,1,False,-1 |
| CompactlySupportedContinuousMap.instModuleOfContinuousConstSMul,1,False,-1 |
| CompactlySupportedContinuousMap.instMulOfContinuousMul,1,False,-1 |
| CompactlySupportedContinuousMap.instNeg,1,False,-1 |
| CompactlySupportedContinuousMap.instNonUnitalNonAssocSemiringOfIsTopologicalSemiring,1,False,-1 |
| CompactlySupportedContinuousMap.instSMulOfContinuousConstSMul,1,False,-1 |
| CompactlySupportedContinuousMap.instSMulOfContinuousSMulOfContinuousMapClass,1,False,-1 |
| CompactlySupportedContinuousMap.instSub,1,False,-1 |
| CompactlySupportedContinuousMap.integralLinearMap,1,False,-1 |
| CompactlySupportedContinuousMap.integralPositiveLinearMap,1,False,-1 |
| CompactlySupportedContinuousMap.mk,3,True,0 |
| CompactlySupportedContinuousMapClass,7,True,0 |
| Compactum,27,True,0 |
| CompareReals,10,True,35 |
| CompareReals.Bourbaki,1,True,35 |
| Compl,3,True,0 |
| Complement,3,True,0 |
| ComplementedLattice,7,True,0 |
| Complementeds,22,False,-1 |
| CompletableTopField,3,True,0 |
| CompleteAtomicBooleanAlgebra,10,True,0 |
| CompleteBooleanAlgebra,14,True,0 |
| CompleteDistribLattice,12,True,0 |
| CompleteDistribLattice.MinimalAxioms,12,True,0 |
| CompleteLat,15,True,0 |
| CompleteLat.Iso,3,True,0 |
| CompleteLat.of,2,False,-1 |
| CompleteLattice,34,True,0 |
| CompleteLattice.IsCompactElement,2,True,0 |
| CompleteLattice.IsSupClosedCompact,2,True,0 |
| CompleteLattice.IsSupFiniteCompact,2,True,0 |
| CompleteLattice.MulticoequalizerDiagram,13,True,0 |
| CompleteLattice.WellFoundedGT,2,True,0 |
| CompleteLattice.ωScottContinuous,6,True,0 |
| CompleteLatticeHom,48,True,0 |
| CompleteLatticeHom.mk,2,False,-1 |
| CompleteLatticeHomClass,5,True,0 |
| CompleteLinearOrder,21,True,0 |
| CompleteOrthogonalIdempotents,25,True,0 |
| CompletePartialOrder,7,True,0 |
| CompletePseudometrizable,1,True,0 |
| CompleteSemilatticeInf,6,True,0 |
| CompleteSemilatticeSup,6,True,0 |
| CompleteSpace,8,True,0 |
| CompleteSublattice,57,True,0 |
| CompleteSublattice.mk,2,False,-1 |
| CompleteType,6,False,-1 |
| CompletelyDistribLattice,16,True,0 |
| CompletelyDistribLattice.MinimalAxioms,10,True,0 |
| CompletelyNormalSpace,6,True,0 |
| CompletelyPositiveMap,8,True,0 |
| CompletelyPositiveMap.mk,2,False,-1 |
| CompletelyPositiveMapClass,5,True,0 |
| CompletelyRegularSpace,10,True,0 |
| Complex,1603,True,0 |
| Complex.Convex,1,True,0 |
| Complex.GammaAux,1,False,-1 |
| Complex.HadamardThreeLines,38,False,-1 |
| Complex.IsConservativeOn,4,True,0 |
| Complex.IsExactOn,1,True,0 |
| Complex.IsExpCmpFilter,20,True,0 |
| Complex.SMul,1,True,0 |
| Complex.UnitDisc,83,False,-1 |
| Complex.integerComplement,4,True,0 |
| Complex.liftAux,1,False,-1 |
| Complex.mk,2,True,0 |
| ComplexConjugate,1,False,-1 |
| ComplexShape,140,True,0 |
| ComplexShape.Associative,5,True,0 |
| ComplexShape.Embedding,167,True,0 |
| ComplexShape.HasNoLoop,2,True,0 |
| ComplexShape.QFactorsThroughHomotopy,2,True,0 |
| ComplexShape.TensorSigns,6,True,0 |
| ComplexShape.down,1,False,-1 |
| ComplexShape.mk,2,False,-1 |
| ComplexShape.up,1,False,-1 |
| ComplexShape.up',1,False,-1 |
| ComplexStarModule,2,False,-1 |
| Composition,111,True,0 |
| Composition.blocks,1,False,-1 |
| Composition.blocksFun,1,False,-1 |
| Composition.cast,1,False,-1 |
| Composition.mk,3,False,-1 |
| Composition.recOnSingleAppend,1,False,-1 |
| Composition.single,1,False,-1 |
| CompositionAsSet,28,True,0 |
| CompositionAsSet.mk,3,False,-1 |
| CompositionSeries,25,True,0 |
| CompositionSeries.Equivalent,7,True,0 |
| Computability,34,True,0 |
| Computability.Encoding,11,True,0 |
| Computability.FinEncoding,7,True,0 |
| Computability.decodePosNum,1,True,0 |
| Computability.encodePosNum,1,True,0 |
| Computability.instDecidableEqΓ',1,True,0 |
| Computability.Γ,1,True,0 |
| Computability.Γ',15,True,0 |
| Computable,55,True,0 |
| ComputablePred,15,True,0 |
| Computable₂,4,True,0 |
| Computation,167,True,0 |
| Computation.Bind,2,True,0 |
| Computation.Corec,3,True,0 |
| Computation.Equiv,4,True,0 |
| Computation.LiftRel,6,True,0 |
| Computation.LiftRelAux,3,True,0 |
| Computation.LiftRelRec,1,True,0 |
| Computation.Mem,1,False,-1 |
| Computation.Results,5,True,0 |
| Computation.Terminates,2,True,0 |
| Computation.get,1,False,-1 |
| Computation.terminates_parallel,1,True,0 |
| Con,160,True,0 |
| Con.Quotient,1,True,0 |
| Con.comap,1,False,-1 |
| Con.ker,1,False,-1 |
| Con.lift,1,False,-1 |
| Con.mk,3,False,-1 |
| ConGen,1,True,0 |
| ConGen.Rel,12,True,0 |
| ConcaveOn,87,True,0 |
| Concept,59,True,0 |
| Concept.copy,1,True,0 |
| Concept.mk,2,False,-1 |
| Condensed,79,True,0 |
| Condensed.ProfiniteCompHaus,1,True,0 |
| Condensed.StoneanCompHaus,1,True,0 |
| Condensed.StoneanProfinite,5,False,-1 |
| Condensed.discrete,1,False,-1 |
| Condensed.isoFinYoneda,1,False,-1 |
| Condensed.isoFinYonedaComponents,1,False,-1 |
| CondensedMod,10,True,32 |
| CondensedMod.IsSolid,2,True,32 |
| CondensedMod.LocallyConstant,17,True,0 |
| CondensedSet,31,True,0 |
| CondensedSet.LocallyConstant,8,True,0 |
| ConditionallyCompleteLattice,10,True,0 |
| ConditionallyCompleteLinearOrder,15,True,0 |
| ConditionallyCompleteLinearOrderBot,5,True,0 |
| ConditionallyCompleteLinearOrderedField,10,True,0 |
| Configuration,12,True,15 |
| Configuration.Dual,3,True,15 |
| Configuration.HasLines,11,True,15 |
| Configuration.HasPoints,10,True,15 |
| Configuration.Nondegenerate,5,True,15 |
| Configuration.ProjectivePlane,21,True,15 |
| Configuration.ofField,6,False,-1 |
| Conformal,4,False,-1 |
| ConformalAt,4,True,0 |
| Congr!,4,True,16 |
| Congr!.Config,19,True,16 |
| CongrMSelectionPanel,1,False,-1 |
| CongrMetaM,1,False,-1 |
| CongrState,4,True,0 |
| CongrState.mk,2,False,-1 |
| CongruenceSubgroup,41,True,0 |
| CongruenceSubgroup.IsArithmetic,1,False,-1 |
| CongruenceSubgroup.IsCongruenceSubgroup,2,True,0 |
| Congruent,24,True,0 |
| ConjAct,46,True,0 |
| ConjAct.Subgroup,3,True,0 |
| ConjClasses,25,True,0 |
| ConjRootClass,33,False,-1 |
| ConjRootClass.minpoly,1,False,-1 |
| ConnectedComponents,13,True,0 |
| ConnectedSpace,4,True,0 |
| Const,1,True,0 |
| ContAction,16,True,0 |
| ContAction.resCongr,1,False,-1 |
| ContDiff,113,True,0 |
| ContDiffAt,115,True,0 |
| ContDiffBump,56,True,0 |
| ContDiffBump.mk,2,False,-1 |
| ContDiffBump.normed,1,True,0 |
| ContDiffBump.toFun,1,True,0 |
| ContDiffBumpBase,9,True,0 |
| ContDiffBumpBase.mk,2,False,-1 |
| ContDiffGroupoid,1,True,0 |
| ContDiffMapSupportedIn,94,True,0 |
| ContDiffMapSupportedIn.Simps,1,False,-1 |
| ContDiffMapSupportedIn.instModuleOfSMulCommClassRealOfContinuousConstSMul,1,False,-1 |
| ContDiffMapSupportedIn.mk,2,False,-1 |
| ContDiffMapSupportedIn.of_support_subset,1,False,-1 |
| ContDiffMapSupportedIn.postcompCLM,1,False,-1 |
| ContDiffMapSupportedIn.postcompLM,1,False,-1 |
| ContDiffMapSupportedInClass,7,True,0 |
| ContDiffOn,86,True,0 |
| ContDiffPointwiseHolderAt,25,True,0 |
| ContDiffWithinAt,103,True,0 |
| ContFract,6,True,0 |
| ContMDiff,63,True,0 |
| ContMDiffAdd,3,True,0 |
| ContMDiffAddMonoidMorphism,4,True,0 |
| ContMDiffAddMonoidMorphism.mk,2,False,-1 |
| ContMDiffAt,57,True,0 |
| ContMDiffFiberwiseLinear,3,True,0 |
| ContMDiffFunction,1,True,0 |
| ContMDiffInv₀,3,True,0 |
| ContMDiffMap,59,True,0 |
| ContMDiffMap.addCommGroup,1,False,-1 |
| ContMDiffMap.addCommMonoid,1,False,-1 |
| ContMDiffMap.addGroup,1,False,-1 |
| ContMDiffMap.instAdd,1,False,-1 |
| ContMDiffMonoidMorphism,4,True,0 |
| ContMDiffMonoidMorphism.mk,2,False,-1 |
| ContMDiffMul,5,True,0 |
| ContMDiffOn,55,True,0 |
| ContMDiffRing,5,True,0 |
| ContMDiffSection,33,True,0 |
| ContMDiffSection.instNSMul,1,False,-1 |
| ContMDiffSection.mk,2,False,-1 |
| ContMDiffVectorBundle,6,True,0 |
| ContMDiffWithinAt,79,True,0 |
| ContT,18,True,0 |
| ContextFreeGrammar,30,True,0 |
| ContextFreeGrammar.Derives,8,True,0 |
| ContextFreeGrammar.Generates,1,False,-1 |
| ContextFreeGrammar.Produces,6,True,0 |
| ContextFreeGrammar.mk,2,False,-1 |
| ContextFreeRule,18,True,0 |
| ContextFreeRule.Rewrites,12,True,0 |
| ContextFreeRule.mk,2,False,-1 |
| ContinousWithinAt,1,False,-1 |
| Continuous,294,True,0 |
| Continuous.homeoOfEquivCompactToT2,1,False,-1 |
| ContinuousAdd,2,True,0 |
| ContinuousAddEquiv,7,True,0 |
| ContinuousAddEquiv.mk,2,False,-1 |
| ContinuousAddMonoidHom,20,True,0 |
| ContinuousAddMonoidHom.mk,2,False,-1 |
| ContinuousAffineEquiv,79,True,0 |
| ContinuousAffineEquiv.ContinuousAffineMap,1,False,-1 |
| ContinuousAffineEquiv.Simps,2,False,-1 |
| ContinuousAffineEquiv.mk,2,False,-1 |
| ContinuousAffineMap,117,True,0 |
| ContinuousAffineMap.contLinear,1,False,-1 |
| ContinuousAffineMap.instAdd,1,False,-1 |
| ContinuousAffineMap.instAddCommGroup,1,False,-1 |
| ContinuousAffineMap.instAddTorsor,1,False,-1 |
| ContinuousAffineMap.instModuleOfSMulCommClassOfContinuousConstSMul,1,False,-1 |
| ContinuousAffineMap.lineMap,1,False,-1 |
| ContinuousAffineMap.mk,2,False,-1 |
| ContinuousAlgEquiv,68,True,0 |
| ContinuousAlgEquiv.cast,1,False,-1 |
| ContinuousAlgEquiv.mk,3,False,-1 |
| ContinuousAlgEquivClass,3,True,0 |
| ContinuousAlgHom,81,True,0 |
| ContinuousAlgHom.Simps,2,False,-1 |
| ContinuousAlgHom.mk,3,True,0 |
| ContinuousAlternatingMap,249,True,0 |
| ContinuousAlternatingMap.addCommMonoid,1,False,-1 |
| ContinuousAlternatingMap.apply,1,False,-1 |
| ContinuousAlternatingMap.constOfIsEmpty,1,False,-1 |
| ContinuousAlternatingMap.constOfIsEmptyLIE,1,False,-1 |
| ContinuousAlternatingMap.instAdd,1,False,-1 |
| ContinuousAlternatingMap.instAddCommGroup,1,False,-1 |
| ContinuousAlternatingMap.instDistribMulAction,1,False,-1 |
| ContinuousAlternatingMap.instModule,1,False,-1 |
| ContinuousAlternatingMap.instNormedSpace,1,False,-1 |
| ContinuousAlternatingMap.instSMul,1,False,-1 |
| ContinuousAlternatingMap.instTopologicalSpace,1,False,-1 |
| ContinuousAlternatingMap.liftCLM,1,False,-1 |
| ContinuousAlternatingMap.mk,3,False,-1 |
| ContinuousAlternatingMap.ofSubsingleton,1,False,-1 |
| ContinuousAlternatingMap.restrictScalars,1,False,-1 |
| ContinuousAlternatingMap.toContinuousLinearMap,1,False,-1 |
| ContinuousAt,126,True,0 |
| ContinuousCohomology,19,True,0 |
| ContinuousCohomology.MultiInd,7,True,0 |
| ContinuousConstSMul,5,True,0 |
| ContinuousConstVAdd,2,True,0 |
| ContinuousDiv,2,True,0 |
| ContinuousENorm,4,True,0 |
| ContinuousEval,5,True,0 |
| ContinuousEvalConst,3,True,0 |
| ContinuousFourier,2,True,0 |
| ContinuousFourierInv,2,True,0 |
| ContinuousFunctionalCalculus,8,True,0 |
| ContinuousFunctions,1,False,-1 |
| ContinuousGroupoid,1,False,-1 |
| ContinuousInf,4,True,0 |
| ContinuousInv,5,True,0 |
| ContinuousInv₀,4,True,0 |
| ContinuousLineDeriv,2,True,0 |
| ContinuousLinearEquiv,327,True,0 |
| ContinuousLinearEquiv.ContinuousLinearMap,1,False,-1 |
| ContinuousLinearEquiv.Simps,2,False,-1 |
| ContinuousLinearEquiv.arrowCongrSL,1,False,-1 |
| ContinuousLinearEquiv.coord,1,False,-1 |
| ContinuousLinearEquiv.equivOfInverse,1,False,-1 |
| ContinuousLinearEquiv.equivOfRightInverse,1,False,-1 |
| ContinuousLinearEquiv.mk,2,False,-1 |
| ContinuousLinearEquiv.neg,1,False,-1 |
| ContinuousLinearEquiv.ofFinrankEq,1,False,-1 |
| ContinuousLinearEquiv.smulLeft,1,False,-1 |
| ContinuousLinearEquiv.trans,1,False,-1 |
| ContinuousLinearEquiv.unitsEquivAut,1,False,-1 |
| ContinuousLinearMap,950,True,0 |
| ContinuousLinearMap.IsIdempotentElem,19,True,0 |
| ContinuousLinearMap.IsInvertible,18,True,0 |
| ContinuousLinearMap.IsPositive,16,True,0 |
| ContinuousLinearMap.IsStarNormal,3,False,-1 |
| ContinuousLinearMap.IsStarProjection,3,False,-1 |
| ContinuousLinearMap.LinearMap,2,True,0 |
| ContinuousLinearMap.NonlinearRightInverse,10,True,0 |
| ContinuousLinearMap.Simps,2,False,-1 |
| ContinuousLinearMap.add,1,False,-1 |
| ContinuousLinearMap.addCommGroup,1,False,-1 |
| ContinuousLinearMap.addCommMonoid,1,False,-1 |
| ContinuousLinearMap.adjoint,1,False,-1 |
| ContinuousLinearMap.algebra,1,False,-1 |
| ContinuousLinearMap.apply',1,False,-1 |
| ContinuousLinearMap.bilinearComp,1,True,0 |
| ContinuousLinearMap.bilinearRestrictScalars,1,False,-1 |
| ContinuousLinearMap.codRestrict,1,False,-1 |
| ContinuousLinearMap.comp,1,True,0 |
| ContinuousLinearMap.compFormalMultilinearSeries,1,False,-1 |
| ContinuousLinearMap.compLp,1,False,-1 |
| ContinuousLinearMap.compLpL,1,True,0 |
| ContinuousLinearMap.complexOfReal,1,False,-1 |
| ContinuousLinearMap.coprod,1,False,-1 |
| ContinuousLinearMap.distribMulAction,1,False,-1 |
| ContinuousLinearMap.equivProdOfSurjectiveOfIsCompl,1,False,-1 |
| ContinuousLinearMap.equivRange,1,False,-1 |
| ContinuousLinearMap.flip,1,False,-1 |
| ContinuousLinearMap.holder,1,False,-1 |
| ContinuousLinearMap.holderL,1,False,-1 |
| ContinuousLinearMap.inCoordinates,1,False,-1 |
| ContinuousLinearMap.instSMul,1,False,-1 |
| ContinuousLinearMap.instStarId,1,False,-1 |
| ContinuousLinearMap.instStarMulId,1,False,-1 |
| ContinuousLinearMap.instStarRingId,1,False,-1 |
| ContinuousLinearMap.lpPairing,1,False,-1 |
| ContinuousLinearMap.lsmul,1,False,-1 |
| ContinuousLinearMap.mk,3,True,0 |
| ContinuousLinearMap.module,1,False,-1 |
| ContinuousLinearMap.mul,1,False,-1 |
| ContinuousLinearMap.mulAction,1,False,-1 |
| ContinuousLinearMap.mulLeftRight,1,False,-1 |
| ContinuousLinearMap.neg,1,False,-1 |
| ContinuousLinearMap.postcomp,1,False,-1 |
| ContinuousLinearMap.projKerOfRightInverse,1,False,-1 |
| ContinuousLinearMap.restrictScalars,1,True,0 |
| ContinuousLinearMap.restrictScalarsₗ,1,False,-1 |
| ContinuousLinearMap.ring,1,False,-1 |
| ContinuousLinearMap.seminorm,1,False,-1 |
| ContinuousLinearMap.semiring,1,False,-1 |
| ContinuousLinearMap.smulRight,1,True,0 |
| ContinuousLinearMap.smulRightₗ,1,False,-1 |
| ContinuousLinearMap.sub,1,False,-1 |
| ContinuousLinearMap.toExposed,1,False,-1 |
| ContinuousLinearMap.toLinearMap,1,False,-1 |
| ContinuousLinearMap.toNormedAddCommGroup,1,False,-1 |
| ContinuousLinearMap.toNormedSpace,1,False,-1 |
| ContinuousLinearMap.toPointwiseConvergenceCLM,1,False,-1 |
| ContinuousLinearMap.toPseudoMetricSpace,1,False,-1 |
| ContinuousLinearMap.toSeminormedAddCommGroup,1,False,-1 |
| ContinuousLinearMap.toSpanSingleton,1,True,0 |
| ContinuousLinearMap.toSpanSingletonLE,1,False,-1 |
| ContinuousLinearMap.topologicalSpace,1,False,-1 |
| ContinuousLinearMap.uniformSpace,1,False,-1 |
| ContinuousLinearMapWOT,39,True,0 |
| ContinuousLinearMapWOT.ContinuousLinearMap,2,False,-1 |
| ContinuousLinearMapWOT.instAddCommGroup,1,False,-1 |
| ContinuousLinearMapWOT.instFunLike,1,False,-1 |
| ContinuousLinearMapWOT.instModule,1,False,-1 |
| ContinuousLinearMapWOT.instTopologicalSpace,1,False,-1 |
| ContinuousMap,582,True,0 |
| ContinuousMap.AlgHom,1,True,0 |
| ContinuousMap.Homotopic,9,True,0 |
| ContinuousMap.HomotopicRel,6,True,0 |
| ContinuousMap.HomotopicWith,3,False,-1 |
| ContinuousMap.Homotopy,77,True,0 |
| ContinuousMap.HomotopyEquiv,31,True,0 |
| ContinuousMap.HomotopyLike,4,True,0 |
| ContinuousMap.HomotopyRel,20,True,0 |
| ContinuousMap.HomotopyWith,31,True,0 |
| ContinuousMap.IccInclusionLeft,1,False,-1 |
| ContinuousMap.IccInclusionRight,1,False,-1 |
| ContinuousMap.Nullhomotopic,2,False,-1 |
| ContinuousMap.Simps,1,False,-1 |
| ContinuousMap.UniqueHom,2,True,0 |
| ContinuousMap.addEquivBoundedOfCompact,1,False,-1 |
| ContinuousMap.addRight,1,True,0 |
| ContinuousMap.equivBoundedOfCompact,1,False,-1 |
| ContinuousMap.inclusion,1,False,-1 |
| ContinuousMap.instAdd,1,False,-1 |
| ContinuousMap.instAddCommGroupContinuousMap,1,False,-1 |
| ContinuousMap.instAddCommMonoidOfContinuousAdd,1,False,-1 |
| ContinuousMap.instAddGroupOfIsTopologicalAddGroup,1,False,-1 |
| ContinuousMap.instAddSemigroupOfContinuousAdd,1,False,-1 |
| ContinuousMap.instAddZeroClassOfContinuousAdd,1,False,-1 |
| ContinuousMap.instCStarAlgebra,1,False,-1 |
| ContinuousMap.instCommMonoidOfContinuousMul,1,False,-1 |
| ContinuousMap.instCommRingOfIsTopologicalRing,1,False,-1 |
| ContinuousMap.instInvolutiveStarOfContinuousStar,1,False,-1 |
| ContinuousMap.instLatticeOfTopologicalLattice,1,False,-1 |
| ContinuousMap.instMetricSpace,1,False,-1 |
| ContinuousMap.instMonoidOfContinuousMul,1,False,-1 |
| ContinuousMap.instMul,1,False,-1 |
| ContinuousMap.instMulOneClassOfContinuousMul,1,False,-1 |
| ContinuousMap.instNSMul,1,False,-1 |
| ContinuousMap.instNegOfContinuousNeg,1,False,-1 |
| ContinuousMap.instNonUnitalNormedRing,1,False,-1 |
| ContinuousMap.instNonUnitalSemiringOfIsTopologicalSemiring,1,False,-1 |
| ContinuousMap.instNorm,1,False,-1 |
| ContinuousMap.instNormedCommRing,1,False,-1 |
| ContinuousMap.instNormedRing,1,False,-1 |
| ContinuousMap.instPow,1,False,-1 |
| ContinuousMap.instPseudoMetricSpace,1,False,-1 |
| ContinuousMap.instRing,1,False,-1 |
| ContinuousMap.instSMul,1,False,-1 |
| ContinuousMap.instSMul',1,False,-1 |
| ContinuousMap.instSeminormedAddCommGroup,1,False,-1 |
| ContinuousMap.instSeminormedRing,1,False,-1 |
| ContinuousMap.instSemiringOfIsTopologicalSemiring,1,False,-1 |
| ContinuousMap.instStar,1,False,-1 |
| ContinuousMap.instStarRingOfContinuousStar,1,False,-1 |
| ContinuousMap.instSubOfContinuousSub,1,False,-1 |
| ContinuousMap.instZSMul,1,False,-1 |
| ContinuousMap.liftCover,1,False,-1 |
| ContinuousMap.mk,3,True,0 |
| ContinuousMap.module,1,False,-1 |
| ContinuousMap.starMul,1,False,-1 |
| ContinuousMap.toLp,1,False,-1 |
| ContinuousMap.uncurry,1,False,-1 |
| ContinuousMapClass,3,True,0 |
| ContinuousMapZero,119,True,0 |
| ContinuousMapZero.UniqueHom,3,True,0 |
| ContinuousMapZero.instAdd,1,False,-1 |
| ContinuousMapZero.instAddCommGroup,1,False,-1 |
| ContinuousMapZero.instAddCommMonoid,1,False,-1 |
| ContinuousMapZero.instMetricSpace,1,False,-1 |
| ContinuousMapZero.instModule,1,False,-1 |
| ContinuousMapZero.instMul,1,False,-1 |
| ContinuousMapZero.instNeg,1,False,-1 |
| ContinuousMapZero.instNonUnitalCommRing,1,False,-1 |
| ContinuousMapZero.instNonUnitalCommSemiring,1,False,-1 |
| ContinuousMapZero.instNonUnitalNormedCommRing,1,False,-1 |
| ContinuousMapZero.instNormedAddCommGroup,1,False,-1 |
| ContinuousMapZero.instSMul,1,False,-1 |
| ContinuousMapZero.instStarRing,1,False,-1 |
| ContinuousMapZero.mk,3,True,0 |
| ContinuousMonoidHom,73,True,0 |
| ContinuousMonoidHom.mk,3,False,-1 |
| ContinuousMonoidHom.toContinuousMonoidHom,1,False,-1 |
| ContinuousMul,8,True,0 |
| ContinuousMulEquiv,52,True,0 |
| ContinuousMulEquiv.Simps,1,False,-1 |
| ContinuousMulEquiv.mk,2,False,-1 |
| ContinuousMultilinearMap,333,True,0 |
| ContinuousMultilinearMap.Simps,1,False,-1 |
| ContinuousMultilinearMap.addCommMonoid,1,False,-1 |
| ContinuousMultilinearMap.apply,1,False,-1 |
| ContinuousMultilinearMap.constOfIsEmpty,1,False,-1 |
| ContinuousMultilinearMap.curryFinFinset,1,False,-1 |
| ContinuousMultilinearMap.instAdd,1,False,-1 |
| ContinuousMultilinearMap.instAddCommGroup,1,False,-1 |
| ContinuousMultilinearMap.instDistribMulAction,1,False,-1 |
| ContinuousMultilinearMap.instModule,1,False,-1 |
| ContinuousMultilinearMap.instMulAction,1,False,-1 |
| ContinuousMultilinearMap.instNeg,1,False,-1 |
| ContinuousMultilinearMap.instSMul,1,False,-1 |
| ContinuousMultilinearMap.instSub,1,False,-1 |
| ContinuousMultilinearMap.instTopologicalSpace,1,False,-1 |
| ContinuousMultilinearMap.instUniformSpace,1,False,-1 |
| ContinuousMultilinearMap.linearDeriv,1,False,-1 |
| ContinuousMultilinearMap.mk,2,False,-1 |
| ContinuousMultilinearMap.mkPiAlgebra,1,False,-1 |
| ContinuousMultilinearMap.mkPiAlgebraFin,1,False,-1 |
| ContinuousMultilinearMap.mkPiRing,1,True,0 |
| ContinuousMultilinearMap.normedSpace,1,False,-1 |
| ContinuousMultilinearMap.normedSpace',1,False,-1 |
| ContinuousMultilinearMap.ofSubsingleton,1,False,-1 |
| ContinuousMultilinearMap.restrictScalars,1,True,0 |
| ContinuousMultilinearMap.restrictScalarsLinear,1,False,-1 |
| ContinuousMultilinearMap.smulRight,1,False,-1 |
| ContinuousMultilinearMap.toContinuousLinearMap,1,False,-1 |
| ContinuousMultilinearMap.toFormalMultilinearSeries,1,False,-1 |
| ContinuousNeg,3,True,0 |
| ContinuousOn,186,True,0 |
| ContinuousOpenMap,25,True,0 |
| ContinuousOpenMap.mk,2,False,-1 |
| ContinuousOpenMapClass,3,True,0 |
| ContinuousOrderHom,28,True,0 |
| ContinuousOrderHom.copy,1,False,-1 |
| ContinuousOrderHom.mk,2,False,-1 |
| ContinuousOrderHomClass,6,True,0 |
| ContinuousSMul,9,True,0 |
| ContinuousSemilinearEquivClass,6,True,0 |
| ContinuousSemilinearMapClass,3,True,0 |
| ContinuousSqrt,6,True,0 |
| ContinuousStar,2,True,0 |
| ContinuousSub,4,True,0 |
| ContinuousSup,4,True,0 |
| ContinuousVAdd,2,True,0 |
| ContinuousWithinAt,119,True,0 |
| ContractibleSpace,7,True,0 |
| ContractingWith,40,True,0 |
| Contravariant,4,True,0 |
| ContravariantClass,2,True,0 |
| Convex,177,True,0 |
| ConvexBody,40,True,0 |
| ConvexBody.mk,3,False,-1 |
| ConvexCone,102,True,0 |
| ConvexCone.Blunt,2,False,-1 |
| ConvexCone.Flat,2,False,-1 |
| ConvexCone.IsGenerating,5,True,0 |
| ConvexCone.IsReproducing,3,True,0 |
| ConvexCone.Pointed,2,True,0 |
| ConvexCone.Salient,1,True,0 |
| ConvexCone.mk,3,True,0 |
| ConvexIndependent,6,True,0 |
| ConvexOn,111,True,0 |
| ConvexSpace,5,True,0 |
| Coplanar,4,True,0 |
| Core,1,False,-1 |
| CoreM,1,False,-1 |
| CoreM.withImportModules,1,False,-1 |
| CosetSpace,1,True,0 |
| Countable,9,True,0 |
| CountableInterFilter,4,True,0 |
| CovBy,54,True,0 |
| CovBySMul,8,True,0 |
| Covariant,2,True,0 |
| CovariantClass,2,True,0 |
| CoxeterMatrix,35,True,0 |
| CoxeterMatrix.mk,2,False,-1 |
| CoxeterSystem,126,True,0 |
| CoxeterSystem.IsReduced,5,True,0 |
| CoxeterSystem.IsReflection,12,True,0 |
| CoxeterSystem.alternatingWord,1,False,-1 |
| CoxeterSystem.leftInvSeq,1,False,-1 |
| CoxeterSystem.mk,2,False,-1 |
| CoxeterSystem.rightInvSeq,1,False,-1 |
| CpltSepUniformSpace,20,True,0 |
| CpltSepUniformSpace.mk,2,False,-1 |
| Cross,1,True,0 |
| Ctop,17,True,0 |
| Ctop.Realizer,23,True,0 |
| Ctop.mk,2,False,-1 |
| Cube,4,True,0 |
| Cubic,112,True,0 |
| Cubic.mk,2,False,-1 |
| CurveIntegrable,13,True,0 |
| CuspForm,38,True,0 |
| CuspForm.IsGLPos,3,True,0 |
| CuspForm.mk,2,False,-1 |
| CuspFormClass,15,True,0 |
| Cycle,93,True,0 |
| Cycle.Chain,4,True,0 |
| Cycle.Nodup,1,True,0 |
| Cycle.Subsingleton,2,True,0 |
| Cycle.decidableNontrivialCoe,1,False,-1 |
| Cycle.formPerm,1,False,-1 |
| Cycle.next,1,True,0 |
| Cycle.prev,1,True,0 |
| CyclotomicField,9,True,0 |
| CyclotomicRing,13,True,0 |
| DFA,63,True,0 |
| DFA.mk,2,False,-1 |
| DFinsupp,474,True,0 |
| DFinsupp.Colex,15,True,0 |
| DFinsupp.Internal,2,False,-1 |
| DFinsupp.Lex,26,True,0 |
| DFinsupp.comapDomain,1,False,-1 |
| DFinsupp.comapDomain',1,False,-1 |
| DFinsupp.filter,1,False,-1 |
| DFinsupp.filterAddMonoidHom,1,False,-1 |
| DFinsupp.filterLinearMap,1,False,-1 |
| DFinsupp.instOrderBot,1,False,-1 |
| DFinsupp.mapRange,19,True,0 |
| DFinsupp.mk',2,False,-1 |
| DFinsupp.neLocus,1,True,0 |
| DFinsupp.piecewise,1,False,-1 |
| DFinsupp.prod,1,True,0 |
| DFinsupp.sum,1,True,0 |
| DFinsupp.sum_mapRange_index,1,False,-1 |
| DFinsupp.support,1,True,0 |
| DFinsupp.tsub,1,False,-1 |
| DFinsupp.zipWith,1,False,-1 |
| DFunLike,23,True,0 |
| DFunLike.coe,1,False,-1 |
| DMatrix,30,True,0 |
| Decidable,65,True,0 |
| Decidable.List,2,True,0 |
| Decidable.Partrec,1,True,0 |
| Decidable.decide,2,True,0 |
| Decidable.isFalse,2,False,-1 |
| Decidable.isTrue,2,False,-1 |
| DecidableLE,1,False,-1 |
| DecidableLT,1,False,-1 |
| DecompositionMonoid,2,True,0 |
| DegLex,3,False,-1 |
| DeltaGenerated,21,True,0 |
| DeltaGenerated.deltaGeneratedToTop,2,True,0 |
| DeltaGenerated.mk,2,False,-1 |
| DeltaGeneratedSpace,14,True,0 |
| DenomsClearable,1,True,0 |
| Dense,80,True,0 |
| Dense.extend,1,False,-1 |
| DenseRange,33,True,0 |
| DenselyNormedField,5,True,0 |
| DenselyOrdered,4,True,0 |
| Denumerable,55,True,0 |
| Denumerable.lower,1,False,-1 |
| Denumerable.lower',1,False,-1 |
| Denumerable.raise,1,False,-1 |
| Denumerable.raise',1,True,0 |
| DependsOn,7,True,0 |
| Derivation,119,True,0 |
| Derivation.Simps,1,False,-1 |
| Derivation.instModule,1,False,-1 |
| Derivation.instSMul,1,False,-1 |
| Derivation.liftKaehlerDifferential,1,False,-1 |
| Derivation.liftOfRightInverse,1,False,-1 |
| Derivation.liftOfSurjective,1,False,-1 |
| Derivation.mk,3,False,-1 |
| Derivation.mk',1,False,-1 |
| Derivation.restrictScalars,1,False,-1 |
| Derivation.tensorProductTo,1,False,-1 |
| DerivedCategory,88,True,0 |
| DerivedCategory.HomologySequence,13,False,-1 |
| DerivedCategory.TStructure,1,True,0 |
| DerivedCategory.triangleOfSESδ,1,False,-1 |
| DerivingHelpers,4,True,0 |
| Descriptive,4,False,-1 |
| Descriptive.Tree,28,False,-1 |
| DiffContOnCl,27,True,0 |
| Diffeomorph,91,True,0 |
| Diffeomorph.mk,2,False,-1 |
| Differentiable,105,True,0 |
| DifferentiableAt,113,True,0 |
| DifferentiableOn,108,True,0 |
| DifferentiableWithinAt,106,True,0 |
| Differential,40,True,0 |
| Differential.ContainConstants,2,True,0 |
| Differential.instSubtypeMemIntermediateFieldOfFiniteDimensional,1,False,-1 |
| DifferentialAlgebra,3,True,0 |
| Digraph,49,True,0 |
| Digraph.Bot,1,False,-1 |
| Digraph.Compl,1,False,-1 |
| Digraph.Inf,1,False,-1 |
| Digraph.SDiff,1,False,-1 |
| Digraph.Sup,1,False,-1 |
| Digraph.Top,1,False,-1 |
| Digraph.mk,2,False,-1 |
| DihedralGroup,50,True,0 |
| DihedralGroup.instFintypeOfNeZeroNat,1,False,-1 |
| DihedralGroup.r,2,True,0 |
| DihedralGroup.reciprocalFactors,1,True,0 |
| DihedralGroup.sr,2,True,0 |
| Dilation,85,True,0 |
| Dilation.mk,2,False,-1 |
| Dilation.ratio,1,False,-1 |
| DilationClass,2,True,0 |
| DilationEquiv,61,True,0 |
| DilationEquiv.Simps,1,False,-1 |
| DilationEquiv.mk,2,False,-1 |
| DilationEquiv.smulTorsor,1,False,-1 |
| DilationEquivClass,2,True,0 |
| Dioph,43,False,-1 |
| Dioph.DiophList,1,False,-1 |
| DirSupClosed,3,True,0 |
| DirSupInacc,4,True,0 |
| DirSupInaccOn,1,False,-1 |
| DirectLimit,89,True,0 |
| DirectLimit.Module,8,True,0 |
| DirectLimit.Ring,7,False,-1 |
| DirectLimit.instAddCommMonoidOfAddMonoidHomClass,1,False,-1 |
| DirectLimit.instAddMonoid,1,False,-1 |
| DirectLimit.instAddZeroClassOfAddMonoidHomClass,1,False,-1 |
| DirectLimit.instDivisionSemiring,1,False,-1 |
| DirectLimit.instGroupWithZero,1,False,-1 |
| DirectLimit.instMonoid,1,False,-1 |
| DirectLimit.instMonoidWithZeroOfMonoidWithZeroHomClass,1,False,-1 |
| DirectLimit.instMul,1,False,-1 |
| DirectLimit.instMulActionOfMulActionHomClass,1,False,-1 |
| DirectLimit.instNonAssocSemiringOfRingHomClass,1,False,-1 |
| DirectLimit.instSMul,1,False,-1 |
| DirectLimit.instSMulZeroClassOfMulActionHomClass,1,False,-1 |
| DirectLimit.instSemigroupOfMulHomClass,1,False,-1 |
| DirectLimit.lift,1,False,-1 |
| DirectLimit.map,1,False,-1 |
| DirectLimit.map₀,1,False,-1 |
| DirectLimit.map₂,1,False,-1 |
| DirectLimit.setoid,1,False,-1 |
| DirectSum,314,True,0 |
| DirectSum.AddSubmonoidClass,2,True,0 |
| DirectSum.Decomposition,10,True,0 |
| DirectSum.GAlgebra,7,True,0 |
| DirectSum.GCommRing,5,True,0 |
| DirectSum.GCommSemiring,5,True,0 |
| DirectSum.GNonUnitalNonAssocSemiring,7,True,0 |
| DirectSum.GRing,6,True,0 |
| DirectSum.GSemiring,15,True,0 |
| DirectSum.GdistribMulAction,5,True,0 |
| DirectSum.Gmodule,11,True,0 |
| DirectSum.GradeZero,8,True,0 |
| DirectSum.IsInternal,36,True,0 |
| DirectSum.SetLike,2,True,0 |
| DirectSum.component,2,True,0 |
| DirectSum.toAddMonoid,1,False,-1 |
| DirectSum.toModule,1,False,-1 |
| DirectSum.toSemiring,1,False,-1 |
| Directed,25,True,0 |
| Directed.sequence,2,False,-1 |
| DirectedOn,27,True,0 |
| DirectedSystem,7,True,0 |
| DirichletCharacter,126,True,0 |
| DirichletCharacter.Even,7,True,0 |
| DirichletCharacter.FactorsThrough,5,True,0 |
| DirichletCharacter.IsPrimitive,2,False,-1 |
| DirichletCharacter.LFunction,1,True,0 |
| DirichletCharacter.LFunctionTrivChar,1,False,-1 |
| DirichletCharacter.LFunctionTrivChar₁,1,False,-1 |
| DirichletCharacter.LSeries,1,True,0 |
| DirichletCharacter.Odd,6,True,0 |
| DirichletCharacter.changeLevel,1,False,-1 |
| DirichletCharacter.completedLFunction,1,False,-1 |
| DirichletCharacter.fintype,1,False,-1 |
| DirichletCharacter.rootNumber,1,False,-1 |
| DiscreteContAction,6,False,-1 |
| DiscreteMeasurableSpace,9,True,0 |
| DiscreteQuotient,69,True,0 |
| DiscreteQuotient.LEComap,2,True,0 |
| DiscreteQuotient.finsetClopens,1,False,-1 |
| DiscreteQuotient.mk,2,False,-1 |
| DiscreteQuotient.ofLE,1,False,-1 |
| DiscreteTiling,3,True,24 |
| DiscreteTiling.PlacedTile,31,True,24 |
| DiscreteTiling.Protoset,12,True,24 |
| DiscreteTiling.Prototile,13,True,24 |
| DiscreteTopology,18,True,0 |
| DiscreteUniformity,15,True,0 |
| Disjoint,92,True,0 |
| Dist,5,True,0 |
| DistLat,35,True,0 |
| DistLat.Hom,6,True,0 |
| DistLat.Iso,3,True,0 |
| DistLat.mk,2,False,-1 |
| Distrib,10,True,0 |
| DistribLattice,10,True,0 |
| DistribLattice.ofInfSupLe,1,False,-1 |
| DistribMulAction,29,True,0 |
| DistribMulAction.toLinearEquiv,1,False,-1 |
| DistribMulAction.toModuleEnd,1,False,-1 |
| DistribMulActionHom,44,True,0 |
| DistribMulActionHom.comp,1,False,-1 |
| DistribMulActionHom.mk,3,False,-1 |
| DistribMulActionSemiHomClass,4,True,0 |
| DistribMulActionSemiHomClass.toDistribMulActionHom,1,False,-1 |
| DistribSMul,13,True,0 |
| DistribSMul.toLinearMap,1,False,-1 |
| Distribution,2,False,-1 |
| Div,4,True,0 |
| DivInvMonoid,15,True,0 |
| DivInvOneMonoid,5,True,0 |
| DividedPowers,59,True,0 |
| DividedPowers.CharP,2,False,-1 |
| DividedPowers.DPMorphism,22,True,0 |
| DividedPowers.IsDPMorphism,7,True,0 |
| DividedPowers.IsNilpotent,2,False,-1 |
| DividedPowers.IsSubDPIdeal,9,True,0 |
| DividedPowers.OfInvertibleFactorial,18,True,0 |
| DividedPowers.OfSquareZero,2,False,-1 |
| DividedPowers.Quotient,12,False,-1 |
| DividedPowers.RatAlgebra,6,True,0 |
| DividedPowers.SubDPIdeal,39,True,0 |
| DividedPowers.mk,3,True,0 |
| DividedPowers.ofRingEquiv,1,False,-1 |
| DivisibleBy,5,True,0 |
| DivisibleHull,44,True,0 |
| DivisibleHull.instLE,1,False,-1 |
| DivisibleHull.instLinearOrder,1,False,-1 |
| DivisibleHull.liftOn,1,False,-1 |
| DivisionCommMonoid,5,True,0 |
| DivisionMonoid,8,True,0 |
| DivisionRing,31,True,0 |
| DivisionRing.toRatAlgebra,1,False,-1 |
| DivisionSemiring,22,True,0 |
| DivisionSemiring.toNNRatAlgebra,1,False,-1 |
| DivisorChain,9,True,0 |
| DoResultBC,4,True,0 |
| DoResultBC.break,2,False,-1 |
| DoResultBC.continue,2,False,-1 |
| DoResultPR,4,True,0 |
| DoResultPR.pure,2,False,-1 |
| DoResultPR.return,2,False,-1 |
| DoResultPRBC,6,True,0 |
| DoResultPRBC.break,2,False,-1 |
| DoResultPRBC.continue,2,False,-1 |
| DoResultPRBC.pure,2,False,-1 |
| DoResultPRBC.return,2,False,-1 |
| DoResultSBC,5,True,0 |
| DoResultSBC.break,2,False,-1 |
| DoResultSBC.continue,2,False,-1 |
| DoResultSBC.pureReturn,2,False,-1 |
| DomAddAct,1,False,-1 |
| DomMulAct,161,True,0 |
| DomMulAct.comap_mk,1,False,-1 |
| DomMulAct.instSMulAEEqFun,1,False,-1 |
| DomMulAct.instSMulSubtypeAEEqFunMemAddSubgroupLp,1,False,-1 |
| DoubleCentralizer,93,True,0 |
| DoubleCentralizer.instStar,1,False,-1 |
| DoubleCentralizer.instStarAddMonoid,1,False,-1 |
| DoubleCentralizer.mk,3,True,0 |
| DoubleCoset,25,False,-1 |
| DoubleQuot,51,True,0 |
| DoubleQuot.quotQuotEquivQuotOfLE,1,False,-1 |
| DoubleQuot.quotQuotEquivQuotOfLEₐ,1,False,-1 |
| Down,7,True,0 |
| Dual,1,True,0 |
| DualNumber,37,False,-1 |
| Dvd,8,True,0 |
| Dvd.dvd,22,True,0 |
| DvdNotUnit,4,True,0 |
| Dyadic,100,True,0 |
| Dyadic.ofOdd,3,True,0 |
| Dyadic.zero,1,False,-1 |
| DyckStep,8,True,0 |
| DyckStep.D,1,False,-1 |
| DyckStep.U,1,False,-1 |
| DyckWord,61,True,0 |
| DyckWord.IsNested,1,True,0 |
| DyckWord.denest,1,True,0 |
| DyckWord.drop,1,True,0 |
| DyckWord.mk,3,False,-1 |
| DyckWord.take,1,True,0 |
| Dynamic,3,False,-1 |
| Dynamics,140,True,0 |
| Dynamics.IsDynCoverOf,12,True,0 |
| Dynamics.IsDynNetIn,5,True,0 |
| EDist,5,True,0 |
| EIO,15,True,0 |
| EMetric,185,True,0 |
| EMetric.Closeds,4,False,-1 |
| EMetric.NonemptyCompacts,9,False,-1 |
| EMetricSpace,18,True,0 |
| ENNReal,1124,True,0 |
| ENNReal.Finiteness,2,True,0 |
| ENNReal.HolderConjugate,31,True,0 |
| ENNReal.HolderTriple,23,True,0 |
| ENNReal.Tendsto,8,True,0 |
| ENat,353,True,0 |
| ENat.LEInfty,2,True,0 |
| ENat.lift,1,False,-1 |
| ENorm,3,True,0 |
| ENormSMulClass,2,True,0 |
| ENormedAddCommMonoid,5,True,0 |
| ENormedAddMonoid,4,True,0 |
| ENormedCommMonoid,5,True,0 |
| ENormedMonoid,4,True,0 |
| EReal,507,True,0 |
| EReal.ENNReal,1,True,0 |
| EReal.Tendsto,3,True,0 |
| EST,5,True,0 |
| EST.Out,8,True,0 |
| ESeminormedAddCommMonoid,5,True,0 |
| ESeminormedAddMonoid,6,True,0 |
| ESeminormedCommMonoid,5,True,0 |
| ESeminormedMonoid,6,True,0 |
| EStateM,69,True,0 |
| EStateM.Backtrackable,4,True,0 |
| EStateM.Result,13,True,0 |
| EckmannHilton,7,True,11 |
| EckmannHilton.IsUnital,2,True,11 |
| EckmannHilton.MulOneClass,1,False,-1 |
| EisensteinSeries,107,True,0 |
| EisensteinSeries.gammaSetDivGcdEquiv,1,False,-1 |
| Embedding,2,False,-1 |
| EmbeddingLike,8,True,0 |
| Emetric,2,False,-1 |
| EmetricSpace,1,False,-1 |
| Empty,4,True,0 |
| EmptyCollection,3,True,0 |
| Encodable,89,True,0 |
| Encodable.List,2,True,0 |
| Encodable.Prod,1,True,0 |
| Encodable.Subtype,1,False,-1 |
| Encodable.decodeList,1,False,-1 |
| Encodable.encodeList,1,False,-1 |
| Eq,37,True,0 |
| Eq.mp,1,False,-1 |
| Eq.mpr,1,False,-1 |
| Eq.ndrec,1,False,-1 |
| Eq.ndrecOn,1,False,-1 |
| EqualCharZero,10,True,0 |
| EqualCharZero.PNat,1,True,0 |
| EqualCharZero.pnatCast,1,False,-1 |
| Equicontinuous,9,True,0 |
| EquicontinuousAt,5,True,0 |
| EquicontinuousOn,14,True,0 |
| EquicontinuousWithinAt,4,True,0 |
| Equidecomp,33,True,0 |
| Equidecomp.IsDecompOn,4,False,-1 |
| Equidecomp.mk,2,False,-1 |
| Equiv,1105,True,0 |
| Equiv.Computable,2,True,0 |
| Equiv.Finset,3,True,0 |
| Equiv.Perm,816,True,0 |
| Equiv.Set,59,True,0 |
| Equiv.Simps,1,False,-1 |
| Equiv.cast,1,False,-1 |
| Equiv.divRight₀,1,False,-1 |
| Equiv.embeddingEquivOfFinite,1,False,-1 |
| Equiv.emptySum,1,False,-1 |
| Equiv.equivEmpty,1,False,-1 |
| Equiv.equivOfIsEmpty,1,False,-1 |
| Equiv.extendSubtype,1,False,-1 |
| Equiv.mk,3,True,0 |
| Equiv.mulLeft₀,1,False,-1 |
| Equiv.mulRight₀,1,False,-1 |
| Equiv.ofBijective,1,False,-1 |
| Equiv.ofInjective,1,False,-1 |
| Equiv.ofLeftInverse,1,False,-1 |
| Equiv.ofLeftInverse',1,False,-1 |
| Equiv.permUnique,1,False,-1 |
| Equiv.piCongrSet,1,False,-1 |
| Equiv.piFinsetUnion,1,False,-1 |
| Equiv.setCongr,1,False,-1 |
| Equiv.sigmaSigmaSubtype,1,False,-1 |
| Equiv.smulRight,1,False,-1 |
| Equiv.subsingleton,1,True,0 |
| Equiv.subtypeEquiv,1,False,-1 |
| Equiv.subtypeEquivProp,1,False,-1 |
| Equiv.subtypeEquivRight,1,False,-1 |
| Equiv.subtypeQuotientEquivQuotientSubtype,1,False,-1 |
| Equiv.subtypeUnivEquiv,1,False,-1 |
| Equiv.sumEmpty,1,False,-1 |
| Equiv.toCompl,1,False,-1 |
| Equiv.toHomeomorphOfDiscrete,1,False,-1 |
| Equiv.toHomeomorphOfIsInducing,1,False,-1 |
| Equiv.toLinearEquiv,1,False,-1 |
| Equiv.toPartialEquivOfImageEq,1,False,-1 |
| EquivBEq,3,True,0 |
| EquivFunctor,12,True,0 |
| EquivFunctor.mapEquiv,1,False,-1 |
| EquivFunctor.ofLawfulFunctor,1,False,-1 |
| EquivLike,34,True,0 |
| Equivalence,11,True,0 |
| Erased,25,False,-1 |
| Ergodic,26,True,0 |
| ErgodicSMul,5,True,0 |
| ErgodicVAdd,3,True,0 |
| EsakiaHom,30,True,0 |
| EsakiaHom.mk,2,False,-1 |
| EsakiaHomClass,4,True,0 |
| EssSurj,1,True,0 |
| Estimator,12,True,0 |
| Estimator.fst,5,True,0 |
| Estimator.improveUntil,1,False,-1 |
| Estimator.improveUntilAux,2,False,-1 |
| Estimator.match_1,2,False,-1 |
| EstimatorData,4,True,0 |
| Euclidean,17,True,0 |
| EuclideanDomain,109,True,0 |
| EuclideanDomain.GCD,1,True,0 |
| EuclideanDomain.gcd,1,True,0 |
| EuclideanDomain.toCommRing,1,False,-1 |
| EuclideanDomain.xgcdAux,1,True,0 |
| EuclideanGeometry,373,True,0 |
| EuclideanGeometry.Concyclic,4,True,0 |
| EuclideanGeometry.Cospherical,5,True,0 |
| EuclideanGeometry.OrthocentricSystem,3,True,0 |
| EuclideanGeometry.Sphere,186,True,0 |
| EuclideanGeometry.oangle,1,True,0 |
| EuclideanGeometry.orthogonalProjection,1,False,-1 |
| EuclideanGeometry.reflection,1,True,0 |
| EuclideanHalfSpace,4,True,0 |
| EuclideanQuadrant,4,True,0 |
| EuclideanSpace,54,True,0 |
| EuclideanSpace.instChartedSpaceSphere,1,False,-1 |
| EulerProduct,19,True,0 |
| EulerSine,10,True,0 |
| Even,38,True,0 |
| Eventually,4,True,0 |
| EventuallyEq,4,True,0 |
| EventuallyLE,4,True,0 |
| EventuallyMeasurable,1,True,0 |
| EventuallyMeasurableSet,1,True,0 |
| Except,24,True,0 |
| Except.error,2,False,-1 |
| Except.ok,2,False,-1 |
| ExceptCpsT,21,False,-1 |
| ExceptT,47,True,0 |
| Exists,11,True,0 |
| Exists.choose,1,True,0 |
| ExistsAddOfLE,2,True,0 |
| ExistsAndEq,18,True,36 |
| ExistsAndEq.GoTo,7,True,36 |
| ExistsAndEq.instBEqGoTo,1,True,36 |
| ExistsAndEq.instInhabitedGoTo,1,True,36 |
| ExistsContDiffBumpBase,28,True,0 |
| ExistsContDiffBumpBase.u,1,True,0 |
| ExistsContDiffBumpBase.w,1,False,-1 |
| ExistsContDiffBumpBase.y,1,True,0 |
| ExistsMulOfLE,2,True,0 |
| ExistsUnique,9,True,0 |
| Exists₂,1,False,-1 |
| Exists₃,1,False,-1 |
| ExpChar,9,True,0 |
| ExpGrowth,57,True,0 |
| ExponentExists,1,True,0 |
| Expr,4,False,-1 |
| ExteriorAlgebra,74,True,0 |
| ExteriorAlgebra.GradedAlgebra,5,True,0 |
| ExtremallyDisconnected,4,True,0 |
| FBinopElab,5,True,21 |
| FBinopElab.SRec,6,True,21 |
| FBinopElab.instInhabitedSRec,1,True,21 |
| FBinopElab.instToExprSRec,1,True,21 |
| FDRep,48,True,30 |
| FDRep.Iso,1,True,30 |
| FDerivMeasurableAux,14,True,0 |
| FGAlgCat,3,True,0 |
| FGAlgCatSkeleton,5,True,0 |
| FGAlgCatSkeleton.mk,2,False,-1 |
| FGModuleCat,55,True,0 |
| FGModuleCat.Iso,2,False,-1 |
| FGModuleRepr,15,True,0 |
| FGModuleRepr.mk,2,False,-1 |
| FP,12,True,33 |
| FP.Float,18,True,33 |
| FP.FloatCfg,6,True,33 |
| FP.RMode,4,True,33 |
| FP.instInhabitedRMode,1,True,33 |
| Fact,3,True,0 |
| Fact.Manifold,1,True,0 |
| FaithfulSMul,11,True,0 |
| FaithfulVAdd,2,True,0 |
| False,1,False,-1 |
| False.elim,1,False,-1 |
| Fermat42,11,True,0 |
| FermatLastTheorem,1,False,-1 |
| FermatLastTheoremFor,1,False,-1 |
| FermatLastTheoremForThreeGen,9,True,0 |
| FermatLastTheoremForThreeGen.Solution,22,True,0 |
| FermatLastTheoremForThreeGen.Solution',18,True,0 |
| FermatLastTheoremWith,2,True,0 |
| FermatLastTheoremWith',1,True,0 |
| FiberBundle,41,True,0 |
| FiberBundle.Prod,2,True,0 |
| FiberBundleCore,49,True,0 |
| FiberBundleCore.mk,2,False,-1 |
| FiberPrebundle,21,True,0 |
| FiberPrebundle.mk,2,False,-1 |
| FiberwiseLinear,8,True,0 |
| FiberwiseLinear.openPartialHomeomorph,1,False,-1 |
| Field,125,True,0 |
| Field.Algebra,1,False,-1 |
| Field.DirectLimit,6,False,-1 |
| Field.Emb,36,False,-1 |
| Field.FiniteDimensional,2,True,0 |
| Field.absoluteGaloisGroup,1,False,-1 |
| Field.toEuclideanDomain,1,False,-1 |
| Filter,1774,True,0 |
| Filter.BoundedAtFilter,5,True,0 |
| Filter.CardinalGenerateSets,10,True,0 |
| Filter.CountableFilterBasis,6,True,0 |
| Filter.CountableGenerateSets,10,True,0 |
| Filter.Eventually,65,True,0 |
| Filter.EventuallyConst,20,True,0 |
| Filter.EventuallyEq,177,True,0 |
| Filter.EventuallyLE,36,True,0 |
| Filter.FilterBasis,2,True,0 |
| Filter.Frequently,16,True,0 |
| Filter.GCongr,2,False,-1 |
| Filter.GenerateSets,10,True,0 |
| Filter.Germ,178,True,0 |
| Filter.HasAntitoneBasis,16,True,0 |
| Filter.HasBasis,188,True,0 |
| Filter.HasCountableBasis,4,True,0 |
| Filter.Inf,1,True,0 |
| Filter.IsAntitoneBasis,3,True,0 |
| Filter.IsApproximateUnit,9,True,0 |
| Filter.IsBasis,11,True,0 |
| Filter.IsBounded,5,True,0 |
| Filter.IsBoundedUnder,21,True,0 |
| Filter.IsCobounded,6,True,0 |
| Filter.IsCoboundedUnder,4,True,0 |
| Filter.IsCountableBasis,3,True,0 |
| Filter.IsCountablyGenerated,2,True,0 |
| Filter.IsIncreasingApproximateUnit,7,True,0 |
| Filter.IsMeasurablyGenerated,2,True,0 |
| Filter.Nat,1,False,-1 |
| Filter.NeBot,42,True,0 |
| Filter.OrdConnected,1,True,0 |
| Filter.OrderBot,1,True,0 |
| Filter.OrderTop,1,True,0 |
| Filter.PiInfPrincipalPi,1,False,-1 |
| Filter.Product,2,True,0 |
| Filter.Realizer,36,True,0 |
| Filter.Subsingleton,9,True,0 |
| Filter.Sup,1,True,0 |
| Filter.Tendsto,319,True,0 |
| Filter.TendstoIxxClass,2,True,0 |
| Filter.TendstoNhdsWithinIio,2,False,-1 |
| Filter.TendstoNhdsWithinIoi,2,True,0 |
| Filter.TotallyBounded,7,True,0 |
| Filter.ZeroAtFilter,4,True,0 |
| Filter.atBot,1,True,0 |
| Filter.atTop,1,True,0 |
| Filter.boundedFilterSubmodule,1,False,-1 |
| Filter.cocardinal,1,False,-1 |
| Filter.codiscreteWithin,1,True,0 |
| Filter.cofinite,4,True,0 |
| Filter.comap,1,True,0 |
| Filter.comk,1,False,-1 |
| Filter.coprod,1,False,-1 |
| Filter.div,1,False,-1 |
| Filter.iInf,1,True,0 |
| Filter.inv,1,False,-1 |
| Filter.map,1,True,0 |
| Filter.map₂,1,False,-1 |
| Filter.mk,3,True,0 |
| Filter.mul,1,False,-1 |
| Filter.ofCountableUnion,1,False,-1 |
| Filter.pi,1,True,0 |
| Filter.prod,2,True,0 |
| Filter.smul,1,True,0 |
| Filter.smul_filter,1,False,-1 |
| Filter.vsub,1,False,-1 |
| FilterBasis,14,True,0 |
| FilterBasis.mk,3,False,-1 |
| Fin,1974,True,0 |
| Fin.Embedding,21,True,0 |
| Fin.IntCast,2,True,0 |
| Fin.Internal,3,True,0 |
| Fin.Lt,1,True,0 |
| Fin.NatCast,2,True,0 |
| Fin.OrderEmbedding,2,False,-1 |
| Fin.Value,6,True,0 |
| Fin.addCommGroup,1,False,-1 |
| Fin.addCommMonoid,1,False,-1 |
| Fin.cast,1,True,0 |
| Fin.castLE,1,True,0 |
| Fin.castLEEmb,1,False,-1 |
| Fin.castLEOrderEmb,1,False,-1 |
| Fin.castLT,1,True,0 |
| Fin.castOrderIso,1,False,-1 |
| Fin.castPred,2,True,0 |
| Fin.cycleIcc,3,False,-1 |
| Fin.dfoldlM,2,True,0 |
| Fin.dfoldrM,1,True,0 |
| Fin.find,1,True,0 |
| Fin.foldr,3,True,0 |
| Fin.hIterateFrom,1,False,-1 |
| Fin.induction,1,True,0 |
| Fin.instAddMonoidWithOne,1,False,-1 |
| Fin.instCommMonoid,1,False,-1 |
| Fin.instCommRing,1,False,-1 |
| Fin.instDecidableEqValue,1,True,0 |
| Fin.instLeast?OfNeZeroNat,1,False,-1 |
| Fin.instNonUnitalCommRing,1,False,-1 |
| Fin.instOfNat,1,False,-1 |
| Fin.instReprValue,1,True,0 |
| Fin.mk,6,True,0 |
| Fin.natAdd_castLEEmb,1,False,-1 |
| Fin.ofNat,2,True,0 |
| Fin.pred,1,True,0 |
| Fin.reverseInduction,3,True,0 |
| Fin.subNat,1,True,0 |
| Fin.val,1,False,-1 |
| Fin2,34,True,0 |
| Fin2.IsLT,4,True,0 |
| Fin2.add,1,False,-1 |
| Fin2.brecOn,2,True,0 |
| Fin2.castSucc,1,False,-1 |
| Fin2.fs,2,False,-1 |
| Fin2.fz,1,False,-1 |
| Fin2.insertPerm,1,False,-1 |
| Fin2.last,1,False,-1 |
| Fin2.left,1,False,-1 |
| Fin2.rev,1,False,-1 |
| FinBddDistLat,39,True,0 |
| FinBddDistLat.Hom,6,True,0 |
| FinBddDistLat.Iso,3,True,0 |
| FinBddDistLat.mk,2,False,-1 |
| FinBoolAlg,25,True,0 |
| FinBoolAlg.Iso,3,True,0 |
| FinBoolAlg.mk,2,False,-1 |
| FinEnum,46,True,0 |
| FinEnum.Finset,4,False,-1 |
| FinEnum.PSigma,4,False,-1 |
| FinEnum.Quotient,1,False,-1 |
| FinEnum.Subtype,1,False,-1 |
| FinEnum.recEmptyOption,1,True,0 |
| FinPartOrd,32,True,0 |
| FinPartOrd.Iso,3,True,0 |
| FinPartOrd.mk,2,False,-1 |
| FinTopCat,14,True,0 |
| FinTopCat.mk,2,False,-1 |
| FinVec,15,True,0 |
| FinVec.Exists,1,False,-1 |
| FinVec.Forall,1,False,-1 |
| FinVec.prod,1,False,-1 |
| FinVec.seq,1,False,-1 |
| FinVec.sum,1,False,-1 |
| Finite,97,True,0 |
| Finite.Set,21,True,0 |
| Finite.equivFin,1,False,-1 |
| FiniteAddGrp,4,True,0 |
| FiniteAddGrp.mk,2,False,-1 |
| FiniteArchimedeanClass,11,True,0 |
| FiniteArchimedeanClass.ball,1,False,-1 |
| FiniteArchimedeanClass.closedBall,1,False,-1 |
| FiniteArchimedeanClass.lift,1,False,-1 |
| FiniteArchimedeanClass.liftOrderHom,1,False,-1 |
| FiniteArchimedeanClass.mk,1,False,-1 |
| FiniteDimensional,51,True,0 |
| FiniteDimensional.LinearEquiv,2,True,0 |
| FiniteDimensional.RCLike,1,True,0 |
| FiniteDimensional.basisSingleton,1,False,-1 |
| FiniteDimensional.instFintypeElemOfVectorSpaceIndex,1,False,-1 |
| FiniteDimensionalOrder,1,False,-1 |
| FiniteField,91,True,0 |
| FiniteField.Extension,4,False,-1 |
| FiniteField.Matrix,1,True,0 |
| FiniteField.frobeniusAlgEquivOfAlgebraic,1,False,-1 |
| FiniteField.instAlgebraExtension,1,False,-1 |
| FiniteGaloisIntermediateField,30,True,0 |
| FiniteGaloisIntermediateField.adjoin,1,True,0 |
| FiniteGaloisIntermediateField.mk,3,True,0 |
| FiniteGrp,12,True,0 |
| FiniteGrp.mk,2,False,-1 |
| FiniteInter,8,True,0 |
| FiniteInter.finiteInterClosure,8,True,0 |
| FiniteMulArchimedeanClass,31,False,-1 |
| FiniteMulArchimedeanClass.lift,1,False,-1 |
| FiniteMulArchimedeanClass.mk,1,False,-1 |
| FiniteMultiplicity,34,True,0 |
| FinitePresentation,1,True,0 |
| Finmap,105,True,0 |
| Finmap.Disjoint,2,True,0 |
| Finmap.liftOn,1,True,0 |
| Finmap.liftOn₂,1,False,-1 |
| Finmap.lookup,1,True,0 |
| Finmap.mk,3,True,0 |
| Finpartition,131,True,0 |
| Finpartition.IsEquipartition,15,True,0 |
| Finpartition.IsUniform,2,True,0 |
| Finpartition.copy,1,False,-1 |
| Finpartition.energy,1,False,-1 |
| Finpartition.equitabilise,1,False,-1 |
| Finpartition.extend,1,False,-1 |
| Finpartition.indiscrete,1,False,-1 |
| Finpartition.mk,3,False,-1 |
| Finpartition.nonUniforms,1,False,-1 |
| Finpartition.nonuniformWitnesses,1,False,-1 |
| Finpartition.ofErase,1,True,0 |
| Finpartition.ofSetSetoid,1,False,-1 |
| Finpartition.ofSetoid,1,False,-1 |
| Finpartition.ofSubset,1,False,-1 |
| Finpartition.sparsePairs,1,False,-1 |
| Finset,4485,True,0 |
| Finset.Aesop,7,True,0 |
| Finset.Colex,64,True,0 |
| Finset.EquitableOn,2,True,0 |
| Finset.FinsetCoe,1,True,0 |
| Finset.GCongr,1,True,0 |
| Finset.HasAntidiagonal,4,True,0 |
| Finset.IsAntichain,1,True,0 |
| Finset.MulETransform,1,True,0 |
| Finset.Nat,38,True,0 |
| Finset.Nonempty,87,True,0 |
| Finset.Nontrivial,14,True,0 |
| Finset.PNat,1,True,0 |
| Finset.Pi,7,True,0 |
| Finset.PiFinsetCoe,2,False,-1 |
| Finset.SMulAntidiagonal,1,False,-1 |
| Finset.Shatters,10,True,0 |
| Finset.Subset,5,True,0 |
| Finset.Subtype,1,True,0 |
| Finset.SupIndep,14,True,0 |
| Finset.Superset,1,False,-1 |
| Finset.UV,2,True,0 |
| Finset.VAddAntidiagonal,1,True,0 |
| Finset.addAntidiagonal,1,True,0 |
| Finset.addConst,1,False,-1 |
| Finset.addConvolution,1,False,-1 |
| Finset.affineCombinationLineMapWeights,1,False,-1 |
| Finset.affineCombinationSingleWeights,1,True,0 |
| Finset.antidiagonal,2,True,0 |
| Finset.attachFin,1,False,-1 |
| Finset.bipartiteAbove,1,True,0 |
| Finset.bipartiteBelow,1,True,0 |
| Finset.choose,1,False,-1 |
| Finset.cons,1,True,0 |
| Finset.convolution,1,True,0 |
| Finset.disjUnion,1,True,0 |
| Finset.disjiUnion,1,True,0 |
| Finset.divConst,1,False,-1 |
| Finset.filter,1,True,0 |
| Finset.filterMap,1,True,0 |
| Finset.finAntidiagonal,1,True,0 |
| Finset.fold,1,True,0 |
| Finset.inf',1,False,-1 |
| Finset.instHasSubset,1,False,-1 |
| Finset.instMembership,1,False,-1 |
| Finset.instSingleton,1,False,-1 |
| Finset.intervalGapsWithin,5,True,0 |
| Finset.invMulSubgroup,1,False,-1 |
| Finset.max',1,True,0 |
| Finset.min',1,False,-1 |
| Finset.mk,3,True,0 |
| Finset.mulAntidiagonal,1,False,-1 |
| Finset.mulConst,1,False,-1 |
| Finset.mulDysonETransform,3,False,-1 |
| Finset.mulETransformLeft,2,True,0 |
| Finset.mulETransformRight,2,True,0 |
| Finset.mulEnergy,1,False,-1 |
| Finset.noncommProd,1,False,-1 |
| Finset.orderEmbOfFin,1,False,-1 |
| Finset.orderIsoOfFin,1,False,-1 |
| Finset.piecewise,1,False,-1 |
| Finset.pimage,1,False,-1 |
| Finset.preimage,1,True,0 |
| Finset.prodPiCons,1,False,-1 |
| Finset.prodPiInsert,1,False,-1 |
| Finset.restrict₂,1,False,-1 |
| Finset.sort,1,False,-1 |
| Finset.strongDownwardInduction,1,False,-1 |
| Finset.strongInduction,1,False,-1 |
| Finset.subConst,1,False,-1 |
| Finset.sup',1,False,-1 |
| Finset.symInsertEquiv,1,False,-1 |
| Finset.vcDim,1,False,-1 |
| Finset.weightedVSubVSubWeights,1,False,-1 |
| FinsetCoe,1,True,0 |
| FinsetFamily,2,False,-1 |
| Finsets,3,False,-1 |
| Finsupp,1048,True,0 |
| Finsupp.Colex,15,True,0 |
| Finsupp.DegLex,15,True,0 |
| Finsupp.DistribMulActionHom,1,True,0 |
| Finsupp.GCongr,1,False,-1 |
| Finsupp.Internal,4,False,-1 |
| Finsupp.Lex,23,True,0 |
| Finsupp.LinearEquiv,3,True,0 |
| Finsupp.NonTorsionWeight,3,True,0 |
| Finsupp.Set,1,False,-1 |
| Finsupp.addSingleEquiv,1,False,-1 |
| Finsupp.comapDomain,4,True,0 |
| Finsupp.embDomain,2,True,0 |
| Finsupp.equivFunOnFinite,1,False,-1 |
| Finsupp.extendDomain,1,False,-1 |
| Finsupp.filter,1,True,0 |
| Finsupp.fun₀,5,True,0 |
| Finsupp.lcomapDomain,1,False,-1 |
| Finsupp.linearEquivFunOnFinite,1,False,-1 |
| Finsupp.mapDomain,9,True,0 |
| Finsupp.mapRange,35,True,0 |
| Finsupp.mk,3,True,0 |
| Finsupp.neLocus,1,True,0 |
| Finsupp.ofSupportFinite,1,False,-1 |
| Finsupp.onFinset,1,False,-1 |
| Finsupp.orderBot,1,False,-1 |
| Finsupp.tsub,1,False,-1 |
| Finsupp.uniqueOfLeft,1,False,-1 |
| Finsupp.vaddAntidiagonal,1,False,-1 |
| Finsupp.zipWith,1,False,-1 |
| Fintype,361,True,0 |
| Fintype.Aesop,1,False,-1 |
| Fintype.IsSimpleOrder,2,False,-1 |
| Fintype.IsSquare,1,True,0 |
| Fintype.bijInv,1,False,-1 |
| Fintype.equivFinOfCardEq,1,False,-1 |
| Fintype.equivOfCardEq,1,False,-1 |
| Fintype.ofBijective,1,False,-1 |
| Fintype.ofFinite,1,False,-1 |
| Fintype.ofFinset,1,False,-1 |
| Fintype.ofInjective,1,False,-1 |
| Fintype.toOrderBot,1,False,-1 |
| FintypeCat,55,True,0 |
| FintypeCat.Skeleton,14,True,0 |
| FintypeCat.of,2,False,-1 |
| FintypeCatDiscrete,3,True,0 |
| FirstCountableTopology,4,True,0 |
| FirstOrder,9,True,0 |
| FirstOrder.Field,50,True,0 |
| FirstOrder.Language,1597,True,0 |
| FirstOrder.Ring,46,True,0 |
| FirstOrder.instDecidableEqPresburgerFunc,1,True,0 |
| FirstOrder.instDecidableEqRingFunc,1,True,0 |
| FirstOrder.presburgerFunc,8,True,0 |
| FirstOrder.ringFunc,12,True,0 |
| Fix,3,True,0 |
| FixedBy,4,True,0 |
| FixedBy.intermediateField,1,False,-1 |
| FixedDetMatrices,22,True,0 |
| FixedDetMatrices.reduce,1,False,-1 |
| FixedDetMatrices.reduce_rec,1,False,-1 |
| FixedDetMatrix,1,False,-1 |
| FixedPoints,37,True,0 |
| FixedPoints.intermediateField,1,False,-1 |
| FixedPoints.minpoly,7,True,0 |
| Flag,47,True,0 |
| Flag.mk,2,False,-1 |
| Float,71,True,0 |
| Float.mk,2,False,-1 |
| Float.toRatParts',1,True,0 |
| Float32,62,True,0 |
| Float32.mk,2,False,-1 |
| FloatArray,30,True,0 |
| FloatArray.instBEq,1,True,0 |
| FloatArray.mk,2,False,-1 |
| FloatSpec,8,True,0 |
| FloatSpec.mk,2,False,-1 |
| FloorDiv,6,True,0 |
| FloorRing,11,True,0 |
| FloorRing.toFloorSemiring,1,False,-1 |
| FloorSemiring,10,True,0 |
| Flow,47,True,0 |
| Flow.IsFactorOf,2,False,-1 |
| Flow.IsSemiconjugacy,6,True,0 |
| Flow.mk,2,False,-1 |
| Flow.restrict,1,False,-1 |
| ForIn,3,True,0 |
| ForIn',3,True,0 |
| ForInStep,22,True,0 |
| ForInStep.done,2,False,-1 |
| ForInStep.yield,2,False,-1 |
| ForM,4,True,0 |
| FormalMultilinearSeries,247,True,0 |
| FormalMultilinearSeries.changeOriginSeriesTerm,1,False,-1 |
| FormalMultilinearSeries.compChangeOfVariables,1,False,-1 |
| FormalMultilinearSeries.compContinuousLinearMap,1,False,-1 |
| FormalMultilinearSeries.iteratedFDerivSeries,1,False,-1 |
| FormalMultilinearSeries.leftInv,1,False,-1 |
| FormalMultilinearSeries.ofScalars,1,True,0 |
| FormalMultilinearSeries.ofScalarsSum,1,True,0 |
| FormalMultilinearSeries.restrictScalars,1,False,-1 |
| FormalMultilinearSeries.rightInv,1,False,-1 |
| Fourier,5,True,0 |
| FourierAdd,2,True,0 |
| FourierInvAdd,2,True,0 |
| FourierInvModule,5,True,0 |
| FourierInvModule.mk,2,False,-1 |
| FourierInvPair,2,True,0 |
| FourierInvSMul,2,True,0 |
| FourierModule,5,True,0 |
| FourierModule.mk,2,False,-1 |
| FourierPair,2,True,0 |
| FourierSMul,2,True,0 |
| FourierTransform,24,True,0 |
| FourierTransform.fourierCLM,1,False,-1 |
| FourierTransform.fourierInvCLM,1,False,-1 |
| FourierTransformInv,3,True,0 |
| FractionRing,15,True,0 |
| FractionRing.algEquiv,1,False,-1 |
| FractionRing.field,1,False,-1 |
| FractionRing.liftAlgebra,1,False,-1 |
| FractionalIdeal,380,True,0 |
| FractionalIdeal.GCongr,1,True,0 |
| FractionalIdeal.absNorm,1,False,-1 |
| FractionalIdeal.adjoinIntegral,1,False,-1 |
| FractionalIdeal.canonicalEquiv,1,False,-1 |
| FractionalIdeal.count,1,True,0 |
| FractionalIdeal.divMod,1,False,-1 |
| FractionalIdeal.dual,1,True,0 |
| FractionalIdeal.equivNum,1,False,-1 |
| FractionalIdeal.extended,1,False,-1 |
| FractionalIdeal.extendedHomₐ,1,False,-1 |
| FractionalIdeal.instDivNonZeroDivisors,1,False,-1 |
| FractionalIdeal.instInvNonZeroDivisors,1,False,-1 |
| FractionalIdeal.isPrincipal,1,True,0 |
| FractionalIdeal.mk0,1,False,-1 |
| FractionalIdeal.semifield,1,False,-1 |
| FractionalIdeal.spanFinset,1,False,-1 |
| FractionalIdeal.spanSingleton,1,True,0 |
| FractionalIdeal.unitsMulEquivSubmodule,1,False,-1 |
| FractionalOperation,6,True,0 |
| FractionalOperation.IsValid,1,False,-1 |
| Frame,2,True,0 |
| FrameHom,29,True,0 |
| FrameHom.mk,3,False,-1 |
| FrameHomClass,5,True,0 |
| FrechetUrysohnSpace,4,True,0 |
| FreeAbelianGroup,96,True,0 |
| FreeAbelianGroup.lift,4,False,-1 |
| FreeAddGroup,3,False,-1 |
| FreeAddGroup.Red,2,False,-1 |
| FreeAddMagma,10,True,0 |
| FreeAddMagma.brecOn,2,False,-1 |
| FreeAddMagma.length,1,False,-1 |
| FreeAddMonoid,9,True,0 |
| FreeAddSemigroup,10,True,0 |
| FreeAddSemigroup.mk,2,False,-1 |
| FreeAlgebra,63,True,0 |
| FreeAlgebra.Pre,24,True,0 |
| FreeAlgebra.Rel,36,True,0 |
| FreeCommRing,30,True,0 |
| FreeGroup,120,True,0 |
| FreeGroup.IsCyclicallyReduced,4,True,0 |
| FreeGroup.IsReduced,10,True,0 |
| FreeGroup.Lift,1,True,0 |
| FreeGroup.Orbit,1,False,-1 |
| FreeGroup.Red,47,True,0 |
| FreeGroup.freeAddGroup,1,False,-1 |
| FreeGroup.map,6,True,0 |
| FreeGroup.prod,2,True,0 |
| FreeGroup.red,1,False,-1 |
| FreeGroup.reduce,12,True,0 |
| FreeGroup.reduceCyclically,11,True,0 |
| FreeGroup.startsWith,5,False,-1 |
| FreeGroup.sum,4,False,-1 |
| FreeGroupBasis,20,True,0 |
| FreeGroupBasis.ofRepr,2,False,-1 |
| FreeLieAlgebra,31,True,0 |
| FreeLieAlgebra.Rel,19,True,0 |
| FreeMagma,44,True,0 |
| FreeMagma.brecOn,2,False,-1 |
| FreeMagma.length,1,False,-1 |
| FreeMonoid,108,True,0 |
| FreeMonoid.countP,1,True,0 |
| FreeMonoid.countP',1,False,-1 |
| FreeNonUnitalNonAssocAlgebra,9,True,0 |
| FreeNonUnitalNonAssocAlgebra.lift,1,False,-1 |
| FreeRing,28,True,0 |
| FreeRing.FreeCommRing,1,False,-1 |
| FreeSemigroup,47,True,0 |
| FreeSemigroup.mk,2,False,-1 |
| FreeSimplexQuiver,7,True,0 |
| FreeSimplexQuiver.Hom,8,True,0 |
| FreeSimplexQuiver.homRel,6,True,0 |
| Frequently,4,True,0 |
| Frm,30,True,0 |
| Frm.Hom,6,True,0 |
| Frm.Iso,3,False,-1 |
| Frm.of,2,False,-1 |
| FunLike,3,False,-1 |
| FunOnFinite,12,True,0 |
| FunOnFinite.linearMap,1,False,-1 |
| FunOnFinite.map,1,False,-1 |
| Function,519,True,0 |
| Function.Antiperiodic,50,True,0 |
| Function.Bijective,23,True,0 |
| Function.Coequalizer,7,True,0 |
| Function.Commute,35,True,0 |
| Function.Complex,1,False,-1 |
| Function.Embedding,153,True,0 |
| Function.End,6,True,0 |
| Function.Even,10,True,0 |
| Function.Exact,17,True,0 |
| Function.ExtendByOne,2,False,-1 |
| Function.ExtendByZero,3,True,0 |
| Function.FactorizedRational,13,True,0 |
| Function.FactorsThrough,5,True,0 |
| Function.Fiber,12,True,0 |
| Function.FromTypes,20,False,-1 |
| Function.HasLeftInverse,1,True,0 |
| Function.HasMaxCutProperty,1,False,-1 |
| Function.HasMaxCutPropertyAt,1,False,-1 |
| Function.HasRightInverse,1,True,0 |
| Function.HasTemperateGrowth,26,True,0 |
| Function.HasUncurry,3,True,0 |
| Function.Injective,229,True,0 |
| Function.Injective2,6,True,0 |
| Function.Involutive,28,True,0 |
| Function.IsFixedPt,21,True,0 |
| Function.IsPeriodicPt,29,True,0 |
| Function.Iterate,2,True,0 |
| Function.LeftInverse,30,True,0 |
| Function.Lex,1,False,-1 |
| Function.MulExact,14,True,0 |
| Function.Odd,10,True,0 |
| Function.OfArity,14,False,-1 |
| Function.Periodic,103,True,0 |
| Function.Pullback,2,True,0 |
| Function.PullbackSelf,2,True,0 |
| Function.RCLike,1,True,0 |
| Function.RightInverse,19,True,0 |
| Function.Semiconj,35,True,0 |
| Function.Semiconj₂,9,True,0 |
| Function.Surjective,132,True,0 |
| Function.argminOn,1,False,-1 |
| Function.bicompl,2,True,0 |
| Function.bicompr,2,True,0 |
| Function.comp,1,False,-1 |
| Function.fixedPoints,1,True,0 |
| Function.invFun,1,True,0 |
| Function.invFunOn,1,True,0 |
| Function.locallyFinsuppWithin,79,True,0 |
| Function.surjInv,1,False,-1 |
| Function.update,1,True,0 |
| Function.updateFinset,1,False,-1 |
| FunctionField,14,True,25 |
| FunctionField.InftyValuation,4,True,25 |
| FunctionField.RingOfIntegers,1,True,25 |
| FunctionField.inftyValuation,5,True,25 |
| FunctionField.inftyValuationDef,1,False,-1 |
| FunctionField.inftyValuedFqt,1,False,-1 |
| FunctionField.ringOfIntegers,8,True,25 |
| FunctionField.valuedFqtInfty,1,False,-1 |
| Functor,24,True,0 |
| Functor.AddConst,4,True,0 |
| Functor.Comp,27,True,0 |
| Functor.Const,8,True,0 |
| Functor.mapEquiv,1,False,-1 |
| FunctorToFintypeCat,1,True,0 |
| FundamentalGroup,10,True,0 |
| FundamentalGroupoid,42,True,0 |
| FundamentalGroupoid.mk,2,False,-1 |
| FundamentalGroupoidFunctor,26,True,0 |
| GCDMonoid,12,True,0 |
| GCDMonoid.mk,1,True,0 |
| GCongr,14,True,0 |
| GCongr.Fin,8,False,-1 |
| GCongr.Finset,4,False,-1 |
| GCongr.InfHom,1,False,-1 |
| GCongr.Nucleus,2,False,-1 |
| GCongr.Sublocale,1,False,-1 |
| GCongr.Submodule,1,False,-1 |
| GCongr.SupHom,1,False,-1 |
| GCongr.ZFSet,1,False,-1 |
| GCongrSelectionPanel,1,False,-1 |
| GE,1,True,0 |
| GE.ge,1,True,0 |
| GT,1,True,0 |
| GT.gt,1,True,0 |
| GaloisCoinsertion,39,True,0 |
| GaloisCoinsertion.mk,2,False,-1 |
| GaloisConnection,75,True,0 |
| GaloisConnection.closureOperator,1,False,-1 |
| GaloisField,8,True,0 |
| GaloisInsertion,39,True,0 |
| GaloisInsertion.choice,1,False,-1 |
| GaloisInsertion.mk,2,False,-1 |
| GaussianFourier,17,True,0 |
| GaussianInt,52,True,0 |
| GenContFract,142,True,0 |
| GenContFract.IntFractPair,40,True,0 |
| GenContFract.Pair,11,True,0 |
| GenContFract.contsAux,1,False,-1 |
| GenContFract.convs'Aux,1,False,-1 |
| GenContFract.instInhabitedPair,1,True,0 |
| GenContFract.mk,2,True,0 |
| GenLoop,38,True,0 |
| GenLoop.Homotopic,5,True,0 |
| GenLoop.copy,1,True,0 |
| GeneralizedBooleanAlgebra,11,True,0 |
| GeneralizedCoheytingAlgebra,8,True,0 |
| GeneralizedCoheytingAlgebra.copy,1,False,-1 |
| GeneralizedHeytingAlgebra,8,True,0 |
| GeneralizedHeytingAlgebra.copy,1,False,-1 |
| GeneralizingMap,4,True,0 |
| Geometry,1,True,26 |
| Geometry.SimplicialComplex,41,True,26 |
| Germ,1,False,-1 |
| GetElem,3,True,0 |
| GetElem.getElem,2,True,0 |
| GetElem?,5,True,0 |
| GoToModuleLinkProps,3,True,0 |
| GoToModuleLinkProps.mk,2,False,-1 |
| GradeBoundedOrder,7,True,0 |
| GradeMaxOrder,6,True,0 |
| GradeMinOrder,8,True,0 |
| GradeOrder,11,True,0 |
| GradedAlgebra,7,True,0 |
| GradedModule,2,False,-1 |
| GradedMonoid,35,True,0 |
| GradedMonoid.GCommMonoid,5,True,0 |
| GradedMonoid.GMonoid,15,True,0 |
| GradedMonoid.GMul,5,True,0 |
| GradedMonoid.GMulAction,6,True,0 |
| GradedMonoid.GOne,4,True,0 |
| GradedMonoid.GSMul,4,True,0 |
| GradedMonoid.GradeZero,7,True,0 |
| GradedRing,15,True,0 |
| GradedRing.GradeZero,1,False,-1 |
| GradedRing.projZeroRingHom,1,False,-1 |
| GradedRing.projZeroRingHom',1,False,-1 |
| GradedTensorProduct,46,True,0 |
| Graph,31,True,0 |
| Graph.Adj,3,True,0 |
| Graph.Inc,9,True,0 |
| Graph.IsLink,16,True,0 |
| Graph.IsLoopAt,5,True,0 |
| Graph.IsNonloopAt,4,True,0 |
| Graph.mk,3,False,-1 |
| GromovHausdorff,44,True,0 |
| GromovHausdorff.AuxGluingStruct,8,True,0 |
| GromovHausdorff.GHSpace,2,True,0 |
| GromovHausdorff.IsometryRel,1,True,0 |
| GromovHausdorff.candidatesBDist,1,False,-1 |
| GromovHausdorff.ghDist,1,False,-1 |
| GromovHausdorff.toGHSpace,1,False,-1 |
| Group,77,True,0 |
| Group.FG,2,True,0 |
| Group.IsNilpotent,4,True,0 |
| Group.nilpotencyClass,1,False,-1 |
| GroupAlgebra,3,True,0 |
| GroupCone,10,True,0 |
| GroupCone.mk,2,False,-1 |
| GroupCone.oneLE,3,False,-1 |
| GroupConeClass,3,True,0 |
| GroupExtension,20,True,0 |
| GroupExtension.Equiv,24,True,0 |
| GroupExtension.IsConj,4,True,0 |
| GroupExtension.Section,20,True,0 |
| GroupExtension.Splitting,16,True,0 |
| GroupExtension.mk,3,False,-1 |
| GroupFG,1,True,0 |
| GroupFilterBasis,26,True,0 |
| GroupLieAlgebra,1,False,-1 |
| GroupLike,27,True,0 |
| GroupLike.mk,2,False,-1 |
| GroupNorm,26,True,0 |
| GroupNorm.mk,2,False,-1 |
| GroupNormClass,7,True,0 |
| GroupSeminorm,55,True,0 |
| GroupSeminorm.mk,3,False,-1 |
| GroupSeminormClass,9,True,0 |
| GroupTopology,27,True,0 |
| GroupTopology.mk,2,False,-1 |
| GroupWithZero,25,True,0 |
| GrpCat,101,True,0 |
| GrpCat.FilteredColimits,16,False,-1 |
| GrpCat.Forget₂,1,True,0 |
| GrpCat.Hom,6,True,0 |
| GrpCat.SurjectiveOfEpiAuxs,31,True,0 |
| GrpCat.mk,2,False,-1 |
| GrpTypeEquivalenceGrp,3,True,0 |
| GrpWithZero,16,True,0 |
| GrpWithZero.Iso,3,False,-1 |
| GrpWithZero.of,2,False,-1 |
| HAdd,3,True,0 |
| HAnd,3,True,0 |
| HAndThen,3,True,0 |
| HAppend,3,True,0 |
| HDiv,3,True,0 |
| HEq,11,True,0 |
| HImp,3,True,0 |
| HMod,3,True,0 |
| HMul,3,True,0 |
| HNNExtension,24,True,0 |
| HNNExtension.NormalWord,77,True,0 |
| HNNExtension.ReducedWord,3,False,-1 |
| HNNExtension.lift,1,False,-1 |
| HNot,3,True,0 |
| HOr,3,True,0 |
| HOrElse,3,True,0 |
| HPow,3,True,0 |
| HSMul,3,True,0 |
| HShiftLeft,3,True,0 |
| HShiftRight,3,True,0 |
| HSpace,8,True,0 |
| HSub,3,True,0 |
| HVAdd,3,True,0 |
| HVertexOperator,20,False,-1 |
| HXor,3,True,0 |
| HahnEmbedding,4,True,0 |
| HahnEmbedding.ArchimedeanStrata,18,True,0 |
| HahnEmbedding.IsPartial,4,True,0 |
| HahnEmbedding.Partial,46,True,0 |
| HahnEmbedding.Seed,19,True,0 |
| HahnModule,40,True,0 |
| HahnModule.instDistribSMul,1,False,-1 |
| HahnModule.instModule,1,False,-1 |
| HahnModule.instSMul,1,False,-1 |
| HahnSeries,404,True,0 |
| HahnSeries.SummableFamily,124,True,0 |
| HahnSeries.archimedeanClassOrderIsoWithTop,1,False,-1 |
| HahnSeries.cardSuppLTAddSubgroup,1,False,-1 |
| HahnSeries.cardSuppLTAddSubmonoid,1,False,-1 |
| HahnSeries.coeff,4,True,0 |
| HahnSeries.finiteArchimedeanClassOrderIso,1,False,-1 |
| HahnSeries.instCommRing,1,False,-1 |
| HahnSeries.instCommSemiring,1,False,-1 |
| HahnSeries.instDistrib,1,False,-1 |
| HahnSeries.instDivInvMonoid,1,False,-1 |
| HahnSeries.instField,1,False,-1 |
| HahnSeries.instMul,1,False,-1 |
| HahnSeries.instNonAssocRing,1,False,-1 |
| HahnSeries.instNonAssocSemiring,1,False,-1 |
| HahnSeries.instNonUnitalCommRing,1,False,-1 |
| HahnSeries.instNonUnitalSemiring,1,False,-1 |
| HahnSeries.instRing,1,False,-1 |
| HahnSeries.instSemiring,1,False,-1 |
| HahnSeries.map,1,False,-1 |
| HahnSeries.mk,3,False,-1 |
| HahnSeries.ofSuppBddBelow,1,False,-1 |
| HahnSeries.single,4,True,0 |
| HahnSeries.toOrderTopSubOnePos,1,True,0 |
| HallMarriageTheorem,6,True,0 |
| Hamming,44,False,-1 |
| HarmonicAt,3,True,0 |
| HarmonicOnNhd,1,True,0 |
| HasBesicovitchCovering,2,True,0 |
| HasCardinalLT,8,True,0 |
| HasCardinalLT.Set,10,True,0 |
| HasCompactMulSupport,29,True,0 |
| HasCompactSupport,43,True,0 |
| HasCompactSupport.toSchwartzMap,1,False,-1 |
| HasCompl,3,True,0 |
| HasConstantSpeedOnWith,4,True,0 |
| HasContDiffBump,2,True,0 |
| HasContinuousInv₀,2,False,-1 |
| HasCountableSeparatingOn,9,True,0 |
| HasDerivAt,126,True,0 |
| HasDerivAtFilter,32,True,0 |
| HasDerivWithinAt,112,True,0 |
| HasDerivedCategory,1,True,0 |
| HasDistribNeg,5,True,0 |
| HasEnoughRootsOfUnity,9,True,0 |
| HasEquiv,3,True,0 |
| HasFDerivAt,108,True,0 |
| HasFDerivAtFilter,32,True,0 |
| HasFDerivWithinAt,120,True,0 |
| HasFPowerSeriesAt,44,True,0 |
| HasFPowerSeriesOnBall,52,True,0 |
| HasFPowerSeriesWithinAt,25,True,0 |
| HasFPowerSeriesWithinOnBall,52,True,0 |
| HasFTaylorSeriesUpTo,12,True,0 |
| HasFTaylorSeriesUpToOn,29,True,0 |
| HasFibers,23,True,0 |
| HasFibers.Fib,11,True,0 |
| HasFibers.inducedFunctor,1,True,0 |
| HasFibers.inducedMap,1,False,-1 |
| HasFibers.pullbackMap,1,True,0 |
| HasFiniteFPowerSeriesAt,13,True,0 |
| HasFiniteFPowerSeriesOnBall,29,True,0 |
| HasGradientAt,10,True,0 |
| HasGradientAtFilter,5,True,0 |
| HasGradientWithinAt,9,True,0 |
| HasGroupoid,2,True,0 |
| HasInfs,3,True,0 |
| HasLineDerivAt,13,True,0 |
| HasLineDerivWithinAt,10,True,0 |
| HasMFDerivAt,19,True,0 |
| HasMFDerivWithinAt,25,True,0 |
| HasMemOrInvMem,4,True,0 |
| HasMemOrNegMem,2,True,0 |
| HasOuterApproxClosed,8,True,0 |
| HasProd,41,True,0 |
| HasProdLocallyUniformly,4,True,0 |
| HasProdLocallyUniformlyOn,7,True,0 |
| HasProdUniformly,7,True,0 |
| HasProdUniformlyOn,10,True,0 |
| HasQuotient,4,True,0 |
| HasRankNullity,3,True,0 |
| HasSSubset,3,True,0 |
| HasSSubset.SSubset,10,True,0 |
| HasSeparatingCover,1,True,0 |
| HasSolidNorm,6,True,0 |
| HasStrictDerivAt,76,True,0 |
| HasStrictFDerivAt,152,True,0 |
| HasStrictFDerivAt.implicitFunctionDataOfComplemented,1,False,-1 |
| HasStrictFDerivAt.implicitFunctionOfComplemented,1,False,-1 |
| HasStrictFDerivAt.implicitToOpenPartialHomeomorphOfComplemented,1,False,-1 |
| HasStrictFDerivAt.localInverse,1,False,-1 |
| HasStrictFDerivAt.toOpenPartialHomeomorph,1,False,-1 |
| HasSubset,3,True,0 |
| HasSubset.Subset,21,True,0 |
| HasSubset.subset,1,False,-1 |
| HasSum,31,True,0 |
| HasSumUniformlyOn,3,False,-1 |
| HasSummableGeomSeries,2,True,0 |
| HasSups,3,True,0 |
| HasUnitSpeedOn,2,False,-1 |
| HasUpperLowerClosure,5,True,0 |
| Hashable,3,True,0 |
| Hausdorffification,7,False,-1 |
| Height,40,True,0 |
| Height.AdmissibleAbsValues,7,True,0 |
| Height.mulHeight,1,False,-1 |
| HenselianLocalRing,4,True,0 |
| HenselianRing,3,True,0 |
| HereditarilyLindelof,2,True,0 |
| HereditarilyLindelofSpace,4,True,0 |
| HeytAlg,35,True,0 |
| HeytAlg.Hom,6,True,0 |
| HeytAlg.Iso,3,False,-1 |
| HeytAlg.mk,2,False,-1 |
| Heyting,7,True,0 |
| Heyting.IsRegular,6,False,-1 |
| Heyting.Regular,28,False,-1 |
| HeytingAlgebra,10,True,0 |
| HeytingHom,27,True,0 |
| HeytingHom.mk,3,False,-1 |
| HeytingHomClass,5,True,0 |
| HilbertBasis,23,True,0 |
| HilbertBasis.ofRepr,2,False,-1 |
| HilbertSpace,2,True,0 |
| HilbertSpace.mk,1,False,-1 |
| Hindman,7,True,1 |
| Hindman.FP,15,True,1 |
| Hindman.FS,8,True,1 |
| HolderOnWith,29,True,0 |
| HolderWith,30,True,0 |
| Holor,42,True,17 |
| Holor.CPRankMax,6,True,17 |
| Holor.CPRankMax1,6,True,17 |
| Holor.slice,1,False,-1 |
| HolorIndex,8,False,-1 |
| HomRel,2,True,0 |
| HomRel.FactorsThroughLocalization,3,False,-1 |
| HomRel.IsCompatibleWithShift,2,True,0 |
| Homeomorph,339,True,0 |
| Homeomorph.Set,6,True,0 |
| Homeomorph.Simps,1,False,-1 |
| Homeomorph.addLeft,1,False,-1 |
| Homeomorph.inv,1,False,-1 |
| Homeomorph.mk,3,True,0 |
| Homeomorph.mulLeft,1,False,-1 |
| Homeomorph.mulLeft₀,1,True,0 |
| Homeomorph.mulRight,1,False,-1 |
| Homeomorph.mulRight₀,1,False,-1 |
| Homeomorph.setCongr,1,False,-1 |
| Homeomorph.smul,1,False,-1 |
| Homeomorph.toMeasurableEquiv,1,False,-1 |
| Homeomorph.vaddConst,1,False,-1 |
| HomeomorphClass,9,True,0 |
| HomogeneousIdeal,49,True,0 |
| HomogeneousIdeal.irrelevant,1,False,-1 |
| HomogeneousLocalization,77,True,0 |
| HomogeneousLocalization.Away,11,True,0 |
| HomogeneousLocalization.NumDenSameDeg,41,True,0 |
| HomogeneousLocalization.awayMap,1,False,-1 |
| HomogeneousLocalization.awayMapₐ,1,False,-1 |
| HomogeneousLocalization.instNeg,1,False,-1 |
| HomogeneousLocalization.mapId,1,False,-1 |
| HomogeneousPow,3,True,0 |
| HomogeneousSubmodule,11,True,0 |
| HomogeneousSubmodule.mk,3,True,0 |
| HomogeneousSubsemiring,13,True,0 |
| HomogeneousSubsemiring.mk,3,True,0 |
| HomologicalComplex,935,True,0 |
| HomologicalComplex.Acyclic,2,True,0 |
| HomologicalComplex.ExactAt,4,True,0 |
| HomologicalComplex.HasHomotopyCofiber,2,True,0 |
| HomologicalComplex.HasMapBifunctor,1,False,-1 |
| HomologicalComplex.Hom,40,True,0 |
| HomologicalComplex.HomologySequence,32,True,0 |
| HomologicalComplex.IsStrictlySupported,2,True,0 |
| HomologicalComplex.IsStrictlySupportedOutside,3,True,0 |
| HomologicalComplex.IsSupported,2,True,0 |
| HomologicalComplex.IsSupportedOutside,2,True,0 |
| HomologicalComplex.Monoidal,1,True,0 |
| HomologicalComplex.XIsoOfEq,1,False,-1 |
| HomologicalComplex.cyclesFunctor,1,False,-1 |
| HomologicalComplex.cyclesIsoSc',1,False,-1 |
| HomologicalComplex.cylinder,28,True,0 |
| HomologicalComplex.descOpcycles,1,False,-1 |
| HomologicalComplex.double,1,False,-1 |
| HomologicalComplex.doubleXIso₁,1,False,-1 |
| HomologicalComplex.extend,58,True,0 |
| HomologicalComplex.extendCyclesIso,1,False,-1 |
| HomologicalComplex.extendHomologyIso,1,False,-1 |
| HomologicalComplex.extendOpcyclesIso,1,False,-1 |
| HomologicalComplex.extendSingleIso,1,False,-1 |
| HomologicalComplex.extendXIso,2,False,-1 |
| HomologicalComplex.homology,1,False,-1 |
| HomologicalComplex.homologyFunctor,1,False,-1 |
| HomologicalComplex.homologyIsoSc',1,False,-1 |
| HomologicalComplex.homotopyCofiber,57,True,0 |
| HomologicalComplex.iCyclesIso,1,False,-1 |
| HomologicalComplex.isoHomologyι,1,False,-1 |
| HomologicalComplex.isoHomologyπ,1,False,-1 |
| HomologicalComplex.isoSc',1,False,-1 |
| HomologicalComplex.liftCycles,1,True,0 |
| HomologicalComplex.mapBifunctor,19,True,0 |
| HomologicalComplex.mapBifunctorAssociatorX,1,False,-1 |
| HomologicalComplex.mapBifunctorMapHomotopy,9,True,0 |
| HomologicalComplex.mapBifunctor₁₂,33,True,0 |
| HomologicalComplex.mapBifunctor₂₃,36,True,0 |
| HomologicalComplex.mk,3,True,0 |
| HomologicalComplex.mkHomFromDouble,1,False,-1 |
| HomologicalComplex.mkHomFromSingle,1,False,-1 |
| HomologicalComplex.mkHomToSingle,1,False,-1 |
| HomologicalComplex.natIsoSc',1,False,-1 |
| HomologicalComplex.opcyclesFunctor,1,False,-1 |
| HomologicalComplex.opcyclesIsoSc',1,False,-1 |
| HomologicalComplex.pOpcyclesIso,1,False,-1 |
| HomologicalComplex.quasiIso,1,False,-1 |
| HomologicalComplex.restriction,9,True,0 |
| HomologicalComplex.restrictionCyclesIso,1,False,-1 |
| HomologicalComplex.restrictionHomologyIso,1,False,-1 |
| HomologicalComplex.restrictionOpcyclesIso,1,False,-1 |
| HomologicalComplex.restrictionToTruncGE',5,True,0 |
| HomologicalComplex.restrictionXIso,2,False,-1 |
| HomologicalComplex.shortComplexTruncLE,1,False,-1 |
| HomologicalComplex.shortComplexTruncLEX₃ToTruncGE,1,False,-1 |
| HomologicalComplex.single,1,False,-1 |
| HomologicalComplex.singleObjXIsoOfEq,1,False,-1 |
| HomologicalComplex.stupidTruncXIso,1,False,-1 |
| HomologicalComplex.truncGE,5,True,0 |
| HomologicalComplex.truncGE',17,True,0 |
| HomologicalComplex.truncGE'XIso,1,False,-1 |
| HomologicalComplex.truncGE'XIsoOpcycles,1,False,-1 |
| HomologicalComplex.truncLE',2,False,-1 |
| HomologicalComplex.truncLE'XIso,1,False,-1 |
| HomologicalComplex.xNextIso,1,False,-1 |
| HomologicalComplex.xNextIsoSelf,1,False,-1 |
| HomologicalComplex.xPrevIso,1,False,-1 |
| HomologicalComplex.xPrevIsoSelf,1,False,-1 |
| HomologicalComplex.ιMapBifunctor,1,False,-1 |
| HomologicalComplex.ιTensorObj,1,False,-1 |
| HomologicalComplexUpToQuasiIso,12,True,0 |
| HomologicalComplex₂,146,True,0 |
| HomologicalComplex₂.XXIsoOfEq,1,False,-1 |
| HomologicalComplex₂.homMk,1,False,-1 |
| HomologicalComplex₂.shiftFunctor₁XXIso,1,False,-1 |
| HomologicalComplex₂.shiftFunctor₂XXIso,1,False,-1 |
| HomologicalComplex₂.total,18,True,0 |
| HomologicalComplex₂.totalAux,8,True,0 |
| HomologicalComplex₂.totalShift₁XIso,1,False,-1 |
| HomologicalComplex₂.totalShift₂XIso,1,False,-1 |
| HomologicalComplex₂.ιTotal,1,False,-1 |
| HomotopicalAlgebra,174,True,0 |
| HomotopicalAlgebra.AttachCells,42,True,0 |
| HomotopicalAlgebra.BifibrantObject,13,False,-1 |
| HomotopicalAlgebra.CategoryWithCofibrations,3,True,0 |
| HomotopicalAlgebra.CategoryWithFibrations,3,True,0 |
| HomotopicalAlgebra.CategoryWithWeakEquivalences,3,True,0 |
| HomotopicalAlgebra.CofibrantBrownFactorization,17,True,0 |
| HomotopicalAlgebra.CofibrantObject,62,False,-1 |
| HomotopicalAlgebra.Cofibration,2,True,0 |
| HomotopicalAlgebra.Cylinder,55,True,0 |
| HomotopicalAlgebra.FibrantBrownFactorization,17,True,0 |
| HomotopicalAlgebra.FibrantObject,62,False,-1 |
| HomotopicalAlgebra.Fibration,2,True,0 |
| HomotopicalAlgebra.IsCofibrant,1,False,-1 |
| HomotopicalAlgebra.IsFibrant,1,False,-1 |
| HomotopicalAlgebra.LeftHomotopyClass,9,True,0 |
| HomotopicalAlgebra.LeftHomotopyRel,11,True,0 |
| HomotopicalAlgebra.ModelCategory,21,True,0 |
| HomotopicalAlgebra.PathObject,55,True,0 |
| HomotopicalAlgebra.Precylinder,47,True,0 |
| HomotopicalAlgebra.PrepathObject,47,True,0 |
| HomotopicalAlgebra.RelativeCellComplex,19,True,0 |
| HomotopicalAlgebra.RightHomotopyClass,9,True,0 |
| HomotopicalAlgebra.RightHomotopyRel,11,True,0 |
| HomotopicalAlgebra.WeakEquivalence,2,True,0 |
| Homotopy,79,True,0 |
| Homotopy.extend,7,True,0 |
| Homotopy.mk,3,False,-1 |
| Homotopy.mkCoinductiveAux₁,2,False,-1 |
| Homotopy.mkCoinductiveAux₂,1,False,-1 |
| Homotopy.mkInductiveAux₁,2,False,-1 |
| Homotopy.mkInductiveAux₂,1,False,-1 |
| Homotopy.ofEq,1,False,-1 |
| Homotopy.ofExtend,1,False,-1 |
| HomotopyCategory,75,True,0 |
| HomotopyCategory.Pretriangulated,9,True,0 |
| HomotopyCategory.homologyFunctor,1,False,-1 |
| HomotopyCategory.quasiIso,1,False,-1 |
| HomotopyEquiv,18,True,0 |
| HomotopyEquiv.mk,2,False,-1 |
| HomotopyGroup,13,False,-1 |
| HopfAlgCat,35,True,0 |
| HopfAlgCat.Hom,9,True,0 |
| HopfAlgCat.MonoidalCategory,3,True,0 |
| HopfAlgebra,15,True,0 |
| HopfAlgebraStruct,4,True,0 |
| HurwitzKernelBounds,19,True,0 |
| HurwitzZeta,163,True,0 |
| Hyperreal,156,True,19 |
| Hyperreal.Infinite,5,True,19 |
| Hyperreal.InfiniteNeg,4,True,19 |
| Hyperreal.InfinitePos,4,True,19 |
| Hyperreal.Infinitesimal,5,True,19 |
| Hyperreal.IsSt,14,True,19 |
| ISize,472,True,0 |
| ISize.ofIntLE,1,False,-1 |
| ISize.ofUSize,2,False,-1 |
| IccLeftChart,1,False,-1 |
| IccRightChart,1,False,-1 |
| Id,19,True,0 |
| Ideal,1196,True,0 |
| Ideal.Algebra,1,True,0 |
| Ideal.Cotangent,1,True,0 |
| Ideal.FG,5,True,0 |
| Ideal.Factors,13,True,0 |
| Ideal.Fiber,1,True,0 |
| Ideal.Filtration,45,True,0 |
| Ideal.FiniteHeight,2,True,0 |
| Ideal.FinrankQuotientMap,2,True,0 |
| Ideal.IntegralClosure,4,False,-1 |
| Ideal.IsDedekindDomain,6,True,0 |
| Ideal.IsField,1,False,-1 |
| Ideal.IsHomogeneous,20,True,0 |
| Ideal.IsIntegralClosure,4,True,0 |
| Ideal.IsLasker,2,False,-1 |
| Ideal.IsLocal,4,True,0 |
| Ideal.IsMaximal,19,True,0 |
| Ideal.IsNilpotent,1,True,0 |
| Ideal.IsOka,6,True,0 |
| Ideal.IsPrimary,2,True,0 |
| Ideal.IsPrime,39,True,0 |
| Ideal.IsPrincipal,2,True,0 |
| Ideal.IsRadical,4,True,0 |
| Ideal.IsTwoSided,7,True,0 |
| Ideal.KerLift,1,True,0 |
| Ideal.LiesOver,7,True,0 |
| Ideal.Quotient,136,True,0 |
| Ideal.ResidueField,18,True,0 |
| Ideal.absNorm,1,False,-1 |
| Ideal.associatesEquivIsPrincipal,1,False,-1 |
| Ideal.associatesNonZeroDivisorsEquivIsPrincipal,1,False,-1 |
| Ideal.basisSpanSingleton,1,False,-1 |
| Ideal.closure,1,False,-1 |
| Ideal.comap,1,True,0 |
| Ideal.fiberIsoOfBijectiveResidueField,1,False,-1 |
| Ideal.homogeneousCore,2,True,0 |
| Ideal.homogeneousHull,2,True,0 |
| Ideal.iSupIndep,1,False,-1 |
| Ideal.isoBaseOfIsPrincipal,1,False,-1 |
| Ideal.jacobson,1,False,-1 |
| Ideal.mapCotangent,1,False,-1 |
| Ideal.minimalPrimes,1,False,-1 |
| Ideal.primeCompl,1,False,-1 |
| Ideal.primeHeight,1,True,0 |
| Ideal.primesOver,4,True,0 |
| Ideal.quotEquivOfEq,1,False,-1 |
| Ideal.quotientEquiv,1,False,-1 |
| Ideal.quotientEquivAlg,1,False,-1 |
| Ideal.quotientEquivAlgOfEq,1,False,-1 |
| Ideal.quotientKerAlgEquivOfSurjective,1,False,-1 |
| Ideal.quotientMap,1,False,-1 |
| Ideal.quotientMapₐ,1,False,-1 |
| Ideal.quotientMulEquivQuotientProd,1,False,-1 |
| Ideal.quotientToQuotientRangePowQuotSucc,1,False,-1 |
| Ideal.quotientToQuotientRangePowQuotSuccAux,1,False,-1 |
| Ideal.relIsoOfBijective,1,False,-1 |
| Ideal.relNorm,1,False,-1 |
| Ideal.ringBasis,1,False,-1 |
| Ideal.selfBasis,1,False,-1 |
| Ideal.smithCoeffs,1,False,-1 |
| Ideal.spanNorm,1,True,0 |
| Ideal.toTwoSided,1,False,-1 |
| IdealFilter,16,True,3 |
| IdealFilter.IsGabriel,3,True,3 |
| IdealFilter.IsTorsionQuot,4,True,3 |
| IdealFilter.IsUniform,2,True,3 |
| IdemCommSemiring,8,True,0 |
| IdemSemiring,13,True,0 |
| Iff,22,True,0 |
| Imp,1,True,0 |
| ImplicitFunctionData,42,True,0 |
| ImplicitFunctionData.mk,3,True,0 |
| ImportCompletion,12,True,22 |
| ImportCompletion.AvailableImports,1,True,22 |
| ImportGraph,2,False,-1 |
| IncidenceAlgebra,81,True,0 |
| IncidenceAlgebra.mk,3,False,-1 |
| IncompRel,11,True,0 |
| IndepFun,1,True,0 |
| IndepMatroid,38,True,0 |
| IndepMatroid.mk,2,False,-1 |
| IndepMatroid.ofBdd,1,False,-1 |
| IndepMatroid.ofFinitary,1,False,-1 |
| IndepMatroid.ofFinitaryCardAugment,1,False,-1 |
| IndexedPartition,45,True,0 |
| IndexedPartition.mk,2,False,-1 |
| IndiscreteTopology,11,True,0 |
| InfClosed,18,True,0 |
| InfConvergenceClass,2,True,0 |
| InfHom,64,True,0 |
| InfHom.mk,3,False,-1 |
| InfHomClass,3,True,0 |
| InfIrred,6,True,0 |
| InfPrime,6,True,0 |
| InfSet,3,True,0 |
| InfTopHom,46,True,0 |
| InfTopHom.mk,3,False,-1 |
| InfTopHomClass,4,True,0 |
| Infinite,20,True,0 |
| Infinite.natEmbedding,1,False,-1 |
| InfiniteGalois,37,True,0 |
| InfiniteGalois.limitToAlgEquiv,1,False,-1 |
| InfiniteGalois.mulEquivToLimit,1,False,-1 |
| InformationTheory,47,False,-1 |
| Inhabited,2,True,0 |
| InitialSeg,67,True,0 |
| InitialSeg.mk,2,False,-1 |
| Inner,4,True,0 |
| InnerProductGeometry,95,True,0 |
| InnerProductGeometry.ConformalAt,1,False,-1 |
| InnerProductGeometry.IsConformalMap,1,False,-1 |
| InnerProductSpace,144,True,0 |
| InnerProductSpace.AlgebraOfCoalgebra,1,False,-1 |
| InnerProductSpace.Core,56,True,0 |
| InnerProductSpace.HarmonicAt,5,True,0 |
| InnerProductSpace.HarmonicOnNhd,5,False,-1 |
| InnerProductSpace.InnerProduct,1,False,-1 |
| InnerProductSpace.canonicalCovariantTensor,1,False,-1 |
| InnerProductSpace.continuousLinearMapOfBilin,1,True,0 |
| InnerProductSpace.gramSchmidt,2,False,-1 |
| InnerProductSpace.gramSchmidtNormed,1,False,-1 |
| InnerProductSpace.gramSchmidtOrthonormalBasis,1,False,-1 |
| InnerProductSpace.instLaplacian,1,False,-1 |
| InnerProductSpace.laplacianWithin,1,False,-1 |
| InnerProductSpace.mulOfCoalgebra,1,False,-1 |
| InnerProductSpace.ringOfCoalgebra,1,False,-1 |
| InnerProductSpace.toDual,1,False,-1 |
| InnerProductSpaceable,5,True,0 |
| InnerProductSpaceable.inner_,2,True,0 |
| Inseparable,35,True,0 |
| Insert,3,True,0 |
| Int,2918,True,0 |
| Int.Cooper,13,True,0 |
| Int.GCongr,2,False,-1 |
| Int.IsUnit,1,False,-1 |
| Int.Linear,363,False,-1 |
| Int.Matrix,3,False,-1 |
| Int.ModEq,55,True,0 |
| Int.NonNeg,2,True,0 |
| Int.Nonneg,9,False,-1 |
| Int.Odd,2,False,-1 |
| Int.Prime,5,True,0 |
| Int.add_of_le,1,False,-1 |
| Int.divExact,1,False,-1 |
| Int.greatestOfBdd,1,False,-1 |
| Int.inductionOn',2,True,0 |
| Int.le,5,True,0 |
| Int.leastOfBdd,1,False,-1 |
| Int.lt,3,True,0 |
| Int.multichoose,1,False,-1 |
| Int.natAbs,1,True,0 |
| Int.negSucc,2,True,0 |
| Int.ofNat,2,False,-1 |
| Int.padicValuation,1,False,-1 |
| Int.trailingZeros,6,True,0 |
| Int16,480,True,0 |
| Int16.ofIntLE,1,False,-1 |
| Int16.ofUInt16,2,False,-1 |
| Int32,475,True,0 |
| Int32.ofIntLE,1,False,-1 |
| Int32.ofUInt32,2,False,-1 |
| Int64,466,True,0 |
| Int64.ofIntLE,1,False,-1 |
| Int64.ofUInt64,2,False,-1 |
| Int8,486,True,0 |
| Int8.ofIntLE,1,False,-1 |
| Int8.ofUInt8,2,False,-1 |
| IntCast,3,True,0 |
| Inter,3,True,0 |
| IntermediateField,600,True,0 |
| IntermediateField.AdjoinDouble,1,False,-1 |
| IntermediateField.AdjoinPair,4,True,0 |
| IntermediateField.AdjoinSimple,9,True,0 |
| IntermediateField.AlgHom,1,True,0 |
| IntermediateField.FG,2,False,-1 |
| IntermediateField.Lifts,25,True,0 |
| IntermediateField.LinearDisjoint,67,True,0 |
| IntermediateField.RingHom,2,True,0 |
| IntermediateField.adjoin,11,True,0 |
| IntermediateField.algebra',1,False,-1 |
| IntermediateField.algebraAdjoinAdjoin,6,True,0 |
| IntermediateField.equivOfEq,1,False,-1 |
| IntermediateField.extendScalars,4,True,0 |
| IntermediateField.fixedField,3,False,-1 |
| IntermediateField.inclusion,1,False,-1 |
| IntermediateField.mk,3,False,-1 |
| IntermediateField.module',1,False,-1 |
| IntermediateField.restrictScalars,1,False,-1 |
| Interval,74,True,0 |
| Interval.subtractionCommMonoid,1,False,-1 |
| IntervalIntegrable,56,True,0 |
| IntrinsicStar.StarHomClass,1,True,0 |
| Inv,3,True,0 |
| InvImage,8,True,0 |
| InvMemClass,4,True,0 |
| InvOneClass,5,True,0 |
| InvariantBasisNumber,2,True,0 |
| InverseSystem,31,True,0 |
| InverseSystem.PEquivOn,11,True,0 |
| InverseSystem.invLimEquiv,1,False,-1 |
| InverseSystem.piEquivLim,1,False,-1 |
| InverseSystem.piEquivSucc,1,False,-1 |
| InverseSystem.piLTLim,1,False,-1 |
| InverseSystem.piLTProj,1,True,0 |
| Invertible,23,True,0 |
| Invertible.map,1,False,-1 |
| Invertible.mk,1,False,-1 |
| InvolutiveInv,4,True,0 |
| InvolutiveInv.mk,1,False,-1 |
| InvolutiveNeg,4,True,0 |
| InvolutiveNeg.mk,1,False,-1 |
| InvolutiveStar,4,True,0 |
| InvolutiveStar.mk,1,False,-1 |
| Irrational,75,True,0 |
| Irreducible,52,True,0 |
| IrreducibleSpace,5,True,0 |
| IsAbelianGalois,7,True,0 |
| IsAbsoluteValue,28,True,0 |
| IsAbsoluteValue.Mathlib,1,False,-1 |
| IsAddCentral,4,True,0 |
| IsAddCommutative,2,True,0 |
| IsAddCyclic,2,True,0 |
| IsAddFoelner,5,True,0 |
| IsAddFreimanHom,3,True,0 |
| IsAddFreimanIso,3,True,0 |
| IsAddKleinFour,3,True,0 |
| IsAddQuantale,3,True,0 |
| IsAddQuotientCoveringMap,5,True,0 |
| IsAddRegular,4,True,0 |
| IsAddTorsionFree,11,True,0 |
| IsAddUnit,7,True,0 |
| IsAdic,5,False,-1 |
| IsAdicComplete,24,True,0 |
| IsAdicComplete.StrictMono,18,True,0 |
| IsAdicComplete.lift,1,False,-1 |
| IsAdicComplete.liftRingHom,1,False,-1 |
| IsAdjoinRoot,80,True,0 |
| IsAdjoinRoot.lift,1,False,-1 |
| IsAdjoinRoot.mk,3,False,-1 |
| IsAdjoinRootMonic,42,True,0 |
| IsAdjoinRootMonic.mk,2,False,-1 |
| IsAffineAddMonoid,4,True,0 |
| IsAffineMonoid,4,True,0 |
| IsAlgClosed,47,True,0 |
| IsAlgClosure,19,True,0 |
| IsAlgClosure.equivOfAlgebraic',1,False,-1 |
| IsAlgClosure.equivOfEquiv,1,False,-1 |
| IsAlgebraic,38,True,0 |
| IsAlmostIntegral,3,True,0 |
| IsAntichain,56,True,0 |
| IsApproximateAddSubgroup,4,True,0 |
| IsApproximateSubgroup,14,True,0 |
| IsArithFrobAt,5,True,0 |
| IsArtinian,12,True,0 |
| IsArtinianRing,50,True,0 |
| IsAssociatedPrime,4,True,0 |
| IsAsymm,3,False,-1 |
| IsAtom,20,True,0 |
| IsAtomic,4,True,0 |
| IsAtomic.Set,1,True,0 |
| IsAtomistic,3,True,0 |
| IsAzumaya,11,True,0 |
| IsAzumaya.AlgHom,1,False,-1 |
| IsBaseChange,65,True,0 |
| IsBaseChange.basis,1,False,-1 |
| IsBaseChange.endHom,1,False,-1 |
| IsBaseChange.equiv,1,False,-1 |
| IsBaseChange.lift,1,False,-1 |
| IsBaseChange.linearMapLeftRightHom,1,False,-1 |
| IsBaseChange.toDual,1,False,-1 |
| IsBezout,16,True,0 |
| IsBezout.gcd,1,False,-1 |
| IsBlock,2,False,-1 |
| IsBot,11,True,0 |
| IsBoundedBilinearMap,33,True,0 |
| IsBoundedBilinearMap.deriv,1,False,-1 |
| IsBoundedBilinearMap.toContinuousLinearMap,1,True,0 |
| IsBoundedLinearMap,31,True,0 |
| IsBoundedSMul,9,True,0 |
| IsBrauerEquivalent,4,True,0 |
| IsCHSHTuple,13,True,0 |
| IsCancelAdd,3,True,0 |
| IsCancelMul,3,True,0 |
| IsCancelMulZero,4,True,0 |
| IsCancelSMul,7,True,0 |
| IsCancelVAdd,3,True,0 |
| IsCauSeq,17,True,0 |
| IsCentralScalar,4,True,0 |
| IsCentralVAdd,2,True,0 |
| IsChain,40,True,0 |
| IsClopen,20,True,0 |
| IsClosed,138,True,0 |
| IsClosed.apprSeq,1,False,-1 |
| IsClosedEmbedding,3,False,-1 |
| IsClosedMap,29,True,0 |
| IsCoatom,22,True,0 |
| IsCoatomic,4,True,0 |
| IsCoatomic.Set,1,False,-1 |
| IsCoatomistic,3,True,0 |
| IsCoercive,8,False,-1 |
| IsCofinal,8,True,0 |
| IsCofinalFor,7,True,0 |
| IsCoinitialFor,2,False,-1 |
| IsCommJordan,3,True,0 |
| IsCompact,177,True,0 |
| IsCompactOpenCovered,14,True,0 |
| IsCompactOperator,19,True,0 |
| IsCompactlyGenerated,3,True,0 |
| IsCompactlyGenerated.BooleanGenerators,13,True,0 |
| IsCompl,38,True,0 |
| IsComplemented,2,False,-1 |
| IsComplete,4,True,0 |
| IsConcreteLE,2,True,0 |
| IsConformalMap,5,True,0 |
| IsConj,10,True,0 |
| IsConjRoot,21,True,0 |
| IsConnected,16,True,0 |
| IsContDiffImplicitAt,21,True,0 |
| IsContDiffImplicitAt.implicitFunction,1,False,-1 |
| IsContDiffImplicitAt.implicitFunctionAux,1,False,-1 |
| IsContDiffImplicitAt.implicitFunctionData,1,False,-1 |
| IsContMDiffRiemannianBundle,3,True,0 |
| IsContinuousRiemannianBundle,2,True,0 |
| IsCoprime,84,True,0 |
| IsCorner,8,True,0 |
| IsCornerFree,3,True,0 |
| IsCountablySpanning,2,True,0 |
| IsCoveringMap,48,True,0 |
| IsCoveringMap.liftHomotopy,1,False,-1 |
| IsCoveringMap.liftPath,1,False,-1 |
| IsCoveringMap.monodromy,1,False,-1 |
| IsCoveringMapOn,17,True,0 |
| IsCoxeterGroup,2,True,0 |
| IsCusp,5,True,0 |
| IsCyclic,33,True,0 |
| IsCyclotomicExtension,73,True,0 |
| IsCyclotomicExtension.Rat,76,True,0 |
| IsCyclotomicExtension.autEquivPow,1,False,-1 |
| IsCyclotomicExtension.fromZetaAut,1,False,-1 |
| IsCyclotomicExtension.zeta,1,False,-1 |
| IsDedekindDomain,38,True,0 |
| IsDedekindDomain.FiniteAdeleRing,8,False,-1 |
| IsDedekindDomain.HeightOneSpectrum,124,True,0 |
| IsDedekindDomain.selmerGroup,7,False,-1 |
| IsDedekindDomainDvr,6,True,0 |
| IsDedekindDomainInv,7,True,0 |
| IsDedekindFiniteAddMonoid,2,True,0 |
| IsDedekindFiniteMonoid,9,True,0 |
| IsDedekindRing,4,True,0 |
| IsDenseEmbedding,14,True,0 |
| IsDenseInducing,33,True,0 |
| IsDenseInducing.extend,1,True,0 |
| IsDirected,2,True,0 |
| IsDiscrete,16,True,0 |
| IsDiscreteValuationRing,52,True,0 |
| IsDiscreteValuationRing.HasUnitMulPowIrreducibleFactorization,3,True,0 |
| IsDiscreteValuationRing.RingEquivClass,1,False,-1 |
| IsDiscreteValuationRing.addVal,1,False,-1 |
| IsDiscreteValuationRing.maximalIdeal,1,False,-1 |
| IsDiscreteValuationRing.toWithBotNat,1,True,0 |
| IsDivSequence,1,False,-1 |
| IsDomain,10,True,0 |
| IsEllDivSequence,1,False,-1 |
| IsEllSequence,1,False,-1 |
| IsEmbedding,1,False,-1 |
| IsEmpty,14,True,0 |
| IsEmpty.elim,1,False,-1 |
| IsEmpty.elim',1,False,-1 |
| IsEmpty.oriented,1,False,-1 |
| IsEquiv,3,True,0 |
| IsEquivalent,2,False,-1 |
| IsEvenlyCovered,19,True,0 |
| IsEvenlyCovered.toTrivialization,1,False,-1 |
| IsExposed,14,True,0 |
| IsExtrFilter,11,True,0 |
| IsExtrOn,17,True,0 |
| IsExtreme,14,True,0 |
| IsFiberBundle,1,True,0 |
| IsField,10,True,0 |
| IsFiltration,6,True,0 |
| IsFiniteLength,6,True,0 |
| IsFiniteLength.below,2,True,0 |
| IsFiniteMeasure,1,True,0 |
| IsFoelner,16,True,0 |
| IsForwardInvariant,1,True,0 |
| IsFractionRing,103,True,0 |
| IsFractionRing.den,1,False,-1 |
| IsFractionRing.fieldEquivOfAlgEquiv,1,False,-1 |
| IsFractionRing.fieldEquivOfAlgEquivHom,1,False,-1 |
| IsFractionRing.lift,1,False,-1 |
| IsFractionRing.liftAlgHom,1,False,-1 |
| IsFractionRing.num,1,True,0 |
| IsFractionRing.ringEquivOfRingEquiv,1,False,-1 |
| IsFractionRing.stabilizerHom,1,False,-1 |
| IsFractional,7,True,0 |
| IsFreeGroup,18,True,0 |
| IsFreeGroupoid,12,True,0 |
| IsFreeGroupoid.SpanningTree,11,True,0 |
| IsFundamentalDomain,2,False,-1 |
| IsFwInvariant,1,False,-1 |
| IsGLB,41,True,0 |
| IsGalois,41,True,0 |
| IsGalois.IntermediateField,1,True,0 |
| IsGalois.intermediateFieldEquivSubgroup,1,False,-1 |
| IsGaloisGroup,41,True,0 |
| IsGaloisGroup.mulEquivAlgEquiv,1,False,-1 |
| IsGenericPoint,12,True,0 |
| IsGreatest,20,True,0 |
| IsGroupLikeElem,16,True,0 |
| IsGδ,24,True,0 |
| IsHausdorff,16,True,0 |
| IsHausdorff.StrictMono,2,True,0 |
| IsHereditarilyLindelof,2,True,0 |
| IsHilbertSum,11,True,0 |
| IsHilbertSum.linearIsometryEquiv,1,False,-1 |
| IsHomeomorph,25,True,0 |
| IsHomeomorphicTrivialFiberBundle,5,True,0 |
| IsHomogeneous,2,False,-1 |
| IsIdempotentElem,47,True,0 |
| IsInducing,2,True,0 |
| IsIntegral,58,True,0 |
| IsIntegralClosure,35,True,0 |
| IsIntegralClosure.MulSemiringAction,1,False,-1 |
| IsIntegralClosure.equiv,1,False,-1 |
| IsIntegralClosure.lift,1,False,-1 |
| IsIntegralClosure.mk',1,False,-1 |
| IsIntegralCurve,7,False,-1 |
| IsIntegralCurveAt,6,False,-1 |
| IsIntegralCurveOn,8,False,-1 |
| IsIntegrallyClosed,19,True,0 |
| IsIntegrallyClosed.minpoly,1,True,29 |
| IsIntegrallyClosedIn,8,True,0 |
| IsInvariant,2,True,0 |
| IsInvariantSubfield,3,True,0 |
| IsInvariantSubring,6,True,0 |
| IsIrreducible,11,True,0 |
| IsIrreducible.genericPoint,1,False,-1 |
| IsIsometricSMul,4,True,0 |
| IsIsometricVAdd,2,True,0 |
| IsIsotypic,8,True,0 |
| IsIsotypicOfType,9,True,0 |
| IsJacobsonRing,3,True,0 |
| IsJordan,6,True,0 |
| IsKleinFour,13,True,0 |
| IsLUB,48,True,0 |
| IsLeast,19,True,0 |
| IsLeftCancelAdd,2,True,0 |
| IsLeftCancelMul,4,True,0 |
| IsLeftCancelMulZero,6,True,0 |
| IsLeftCancelSMul,3,True,0 |
| IsLeftCancelVAdd,2,True,0 |
| IsLeftRegular,22,True,0 |
| IsLeftUniformAddGroup,3,True,0 |
| IsLeftUniformGroup,3,True,0 |
| IsLieTower,2,True,0 |
| IsLindelof,27,True,0 |
| IsLindeof,1,False,-1 |
| IsLinearMap,15,True,0 |
| IsLinearOrder,3,True,0 |
| IsLinearSet,12,True,0 |
| IsLinearTopology,18,True,0 |
| IsLiouville,5,True,0 |
| IsLocalDiffeomorph,12,False,-1 |
| IsLocalDiffeomorphAt,19,True,0 |
| IsLocalDiffeomorphOn,3,False,-1 |
| IsLocalExtr,14,True,0 |
| IsLocalExtrOn,16,True,0 |
| IsLocalFrameOn,26,True,0 |
| IsLocalFrameOn.coeff,1,False,-1 |
| IsLocalFrameOn.toBasisAt,1,False,-1 |
| IsLocalHom,6,True,0 |
| IsLocalHomeomorph,20,True,0 |
| IsLocalHomeomorph.Homeomorph,1,False,-1 |
| IsLocalHomeomorphOn,12,True,0 |
| IsLocalHomeomorphOn.OpenPartialHomeomorph,1,False,-1 |
| IsLocalMax,22,True,0 |
| IsLocalMaxOn,23,True,0 |
| IsLocalMin,21,True,0 |
| IsLocalMinOn,21,True,0 |
| IsLocalRing,103,True,0 |
| IsLocalRing.CotangentSpace,2,False,-1 |
| IsLocalRing.PrimeSpectrum,2,True,0 |
| IsLocalRing.ResidueField,32,True,0 |
| IsLocalRing.Ring,1,False,-1 |
| IsLocalRing.basisQuotient,1,False,-1 |
| IsLocalRing.closedPoint,1,False,-1 |
| IsLocalRing.maximalIdeal,2,True,0 |
| IsLocalization,339,True,0 |
| IsLocalization',2,True,0 |
| IsLocalization.AtPrime,43,True,0 |
| IsLocalization.Away,61,True,0 |
| IsLocalization.OverPrime,1,True,0 |
| IsLocalization.algEquiv,1,False,-1 |
| IsLocalization.algEquivOfAlgEquiv,1,False,-1 |
| IsLocalization.coeffIntegerNormalization,1,True,0 |
| IsLocalization.finsetIntegerMultiple,1,True,0 |
| IsLocalization.integerNormalization,1,False,-1 |
| IsLocalization.lift,1,True,0 |
| IsLocalization.liftAlgHom,1,False,-1 |
| IsLocalization.map,1,True,0 |
| IsLocalization.mapₐ,1,False,-1 |
| IsLocalization.mk',1,True,0 |
| IsLocalization.ringEquivOfRingEquiv,1,False,-1 |
| IsLocalization.sec,1,False,-1 |
| IsLocalization.toInvSubmonoid,1,False,-1 |
| IsLocalization.toLocalizationMap,1,False,-1 |
| IsLocalizedModule,130,True,0 |
| IsLocalizedModule.fromLocalizedModule,3,True,0 |
| IsLocalizedModule.fromLocalizedModule',1,True,0 |
| IsLocalizedModule.iso,1,False,-1 |
| IsLocalizedModule.lift,1,False,-1 |
| IsLocalizedModule.liftOfLE,1,False,-1 |
| IsLocalizedModule.linearEquiv,1,False,-1 |
| IsLocalizedModule.map,1,False,-1 |
| IsLocalizedModule.mapExtendScalars,1,False,-1 |
| IsLocalizedModule.mk',1,True,0 |
| IsLocallyClosed,6,True,0 |
| IsLocallyConstant,34,True,0 |
| IsLocallyInjective,3,True,0 |
| IsLowerModularLattice,2,True,0 |
| IsLowerSet,38,True,0 |
| IsLprojection,21,True,0 |
| IsLprojection.Subtype,12,True,0 |
| IsMIntegralCurve,7,True,0 |
| IsMIntegralCurveAt,6,True,0 |
| IsMIntegralCurveOn,7,True,0 |
| IsManifold,26,True,0 |
| IsMax,16,True,0 |
| IsMaxAntichain,5,False,-1 |
| IsMaxChain,9,True,0 |
| IsMaxFilter,20,True,0 |
| IsMaxOn,31,True,0 |
| IsMeagre,8,True,0 |
| IsMin,16,True,0 |
| IsMinFilter,18,True,0 |
| IsMinOn,30,True,0 |
| IsModularLattice,13,True,0 |
| IsModuleFiltration,4,True,0 |
| IsModuleTopology,30,True,0 |
| IsMoritaEquivalent,7,True,0 |
| IsMprojection,3,True,0 |
| IsMulCentral,7,True,0 |
| IsMulCommutative,2,True,0 |
| IsMulFreimanHom,16,True,0 |
| IsMulFreimanIso,12,True,0 |
| IsMulIndecomposable,9,True,0 |
| IsMulTorsionFree,12,True,0 |
| IsMultiplyPretransitive,1,True,0 |
| IsNilpotent,34,True,0 |
| IsNoetherian,25,True,0 |
| IsNoetherian.finsetBasisIndex,1,False,-1 |
| IsNoetherian.instFintypeElemOfVectorSpaceIndex,1,False,-1 |
| IsNoetherianRing,12,True,0 |
| IsNonarchimedean,16,True,0 |
| IsNonarchimedeanLocalField,15,True,0 |
| IsNonstrictStrictOrder,2,True,0 |
| IsNormalClosure,6,True,0 |
| IsNowhereDense,6,True,0 |
| IsOfFinAddOrder,2,False,-1 |
| IsOfFinOrder,36,True,0 |
| IsOfFinOrder.unit,1,False,-1 |
| IsOpen,151,True,0 |
| IsOpenEmbedding,3,True,0 |
| IsOpenMap,50,True,0 |
| IsOpenMap.functor,1,False,-1 |
| IsOpenQuotientMap,18,True,0 |
| IsOpenUnits,3,True,0 |
| IsOrderBornology,3,True,0 |
| IsOrderConnected,3,True,0 |
| IsOrderRightAdjoint,4,False,-1 |
| IsOrderedAddMonoid,3,True,0 |
| IsOrderedCancelAddMonoid,4,True,0 |
| IsOrderedCancelMonoid,9,True,0 |
| IsOrderedCancelSMul,4,True,0 |
| IsOrderedCancelVAdd,4,True,0 |
| IsOrderedModule,4,True,0 |
| IsOrderedMonoid,8,True,0 |
| IsOrderedRing,9,True,0 |
| IsOrderedSMul,4,True,0 |
| IsOrderedVAdd,3,True,0 |
| IsPGroup,53,True,0 |
| IsPRadical,12,True,0 |
| IsPartialOrder,4,True,0 |
| IsPathConnected,14,True,0 |
| IsPerfectClosure,15,False,-1 |
| IsPiSystem,10,True,0 |
| IsPicardLindelof,14,True,0 |
| IsPoly,8,True,0 |
| IsPoly.below,4,True,0 |
| IsPowMul,2,True,0 |
| IsPrecomplete,6,True,0 |
| IsPreconnected,53,True,0 |
| IsPredArchimedean,13,True,0 |
| IsPredArchimedean.findAtom,1,True,0 |
| IsPreirreducible,12,True,0 |
| IsPreorder,4,True,0 |
| IsPrimal,1,True,0 |
| IsPrime,1,True,0 |
| IsPrimePow,12,True,0 |
| IsPrimitiveRoot,213,True,0 |
| IsPrimitiveRoot.IsCyclotomicExtension,1,False,-1 |
| IsPrimitiveRoot.adjoinEquivRingOfIntegers,1,False,-1 |
| IsPrimitiveRoot.adjoinEquivRingOfIntegersOfPrimePow,1,False,-1 |
| IsPrimitiveRoot.autToPow,1,False,-1 |
| IsPrimitiveRoot.embeddingsEquivPrimitiveRoots,1,False,-1 |
| IsPrimitiveRoot.integralPowerBasis,1,False,-1 |
| IsPrimitiveRoot.integralPowerBasisOfPrimePow,1,False,-1 |
| IsPrimitiveRoot.powerBasis,1,True,0 |
| IsPrimitiveRoot.subOneIntegralPowerBasisOfPrimePow,1,False,-1 |
| IsPrimitiveRoot.subOnePowerBasis,1,False,-1 |
| IsPrimitiveRoot.toInteger,1,True,0 |
| IsPrimitiveRoot.toRootsOfUnity,1,False,-1 |
| IsPrimitiveRoot.zmodEquivZPowers,1,False,-1 |
| IsPrincipalIdealRing,14,True,0 |
| IsProjective,1,True,0 |
| IsProperLinearSet,3,True,0 |
| IsProperMap,15,True,0 |
| IsProperSemilinearSet,6,True,0 |
| IsPurelyInseparable,64,True,0 |
| IsPurelyInseparable.HasExponent,2,True,0 |
| IsQuantale,3,True,0 |
| IsQuasiSeparated,3,True,0 |
| IsQuasiregular,2,True,0 |
| IsQuotientCoveringMap,11,True,0 |
| IsQuotientMap,1,False,-1 |
| IsRCLikeNormedField,3,True,0 |
| IsRadical,3,True,0 |
| IsReduced,8,True,0 |
| IsRefl,2,False,-1 |
| IsRegular,24,True,0 |
| IsRelLowerSet,9,False,-1 |
| IsRelPrime,65,True,0 |
| IsRelUpperSet,9,False,-1 |
| IsRetrocompact,23,True,0 |
| IsRiemannianManifold,2,True,0 |
| IsRightCancelAdd,3,True,0 |
| IsRightCancelMul,4,True,0 |
| IsRightCancelMulZero,6,True,0 |
| IsRightRegular,20,True,0 |
| IsRightUniformAddGroup,3,True,0 |
| IsRightUniformGroup,4,True,0 |
| IsRingFiltration,4,True,0 |
| IsSMulRegular,47,True,0 |
| IsSaddlePointOn,2,False,-1 |
| IsScalarTower,39,True,0 |
| IsScalarTower.AlgEquiv,2,True,0 |
| IsScalarTower.Algebra,2,True,0 |
| IsScalarTower.Invertible,1,True,0 |
| IsScalarTower.toAlgHom,1,False,-1 |
| IsSelfAdjoint,98,True,0 |
| IsSemilinearSet,29,True,0 |
| IsSemiprimaryRing,9,True,0 |
| IsSemireal,4,True,0 |
| IsSemisimpleModule,36,True,0 |
| IsSemisimpleRing,13,True,0 |
| IsSepClosed,26,True,0 |
| IsSepClosedOfCharZero,1,True,0 |
| IsSepClosure,10,True,0 |
| IsSeparable,8,True,0 |
| IsSeparatedMap,8,True,0 |
| IsSeqClosed,3,True,0 |
| IsSeqCompact,8,True,0 |
| IsSigmaCompact,4,True,0 |
| IsSimpleAddGroup,3,True,0 |
| IsSimpleGroup,10,True,0 |
| IsSimpleModule,14,True,0 |
| IsSimpleOrder,27,True,0 |
| IsSimpleOrder.distribLattice,1,False,-1 |
| IsSimpleOrder.equivBool,1,False,-1 |
| IsSimpleOrder.instFintypeOfDecidableEq,1,False,-1 |
| IsSimpleRing,24,True,0 |
| IsSimplyConnected,3,False,-1 |
| IsSl2Triple,15,True,0 |
| IsSl2Triple.HasPrimitiveVectorWith,12,True,0 |
| IsSl2Triple.toLieSubalgebra,1,False,-1 |
| IsSolvable,4,True,0 |
| IsSolvableByRad,8,True,0 |
| IsSolvableByRad.below,6,True,0 |
| IsSpectralMap,5,True,0 |
| IsSquare,16,True,0 |
| IsStablyFiniteRing,3,True,0 |
| IsStarNormal,19,True,0 |
| IsStarProjection,26,True,0 |
| IsStrictOrder,4,True,0 |
| IsStrictOrderedModule,4,True,0 |
| IsStrictOrderedRing,19,True,0 |
| IsStrictTotalOrder,4,True,0 |
| IsStrictWeakOrder,3,True,0 |
| IsStrictlyPositive,13,True,0 |
| IsStrongAntichain,10,False,-1 |
| IsStronglyAtomic,4,True,0 |
| IsStronglyCoatomic,4,True,0 |
| IsStronglyTranscendental,9,True,0 |
| IsSublattice,10,True,0 |
| IsSuccArchimedean,4,True,0 |
| IsSumSq,16,True,0 |
| IsSumSq.below,2,True,0 |
| IsSymmOp,3,True,0 |
| IsSymmSndFDerivAt,3,False,-1 |
| IsSymmSndFDerivWithinAt,4,True,0 |
| IsSymmetricAlgebra,13,False,-1 |
| IsSymmetricAlgebra.equiv,1,False,-1 |
| IsSymmetricAlgebra.lift,1,False,-1 |
| IsSymmetricRel,11,False,-1 |
| IsTensorProduct,20,True,0 |
| IsTensorProduct.equiv,1,False,-1 |
| IsTensorProduct.map,1,True,0 |
| IsTop,7,True,0 |
| IsTopologicalAddGroup,6,True,0 |
| IsTopologicalAddGroup.addNegClosureNhd,5,True,0 |
| IsTopologicalAddGroup.rightUniformSpace,1,False,-1 |
| IsTopologicalAddTorsor,4,True,0 |
| IsTopologicalBasis,2,True,0 |
| IsTopologicalDivisionRing,3,True,0 |
| IsTopologicalGroup,33,True,0 |
| IsTopologicalGroup.mulInvClosureNhd,5,True,0 |
| IsTopologicalGroup.rightUniformSpace,1,False,-1 |
| IsTopologicalRing,7,True,0 |
| IsTopologicalSemiring,7,True,0 |
| IsTopologicallyNilpotent,10,True,0 |
| IsTorsion,6,False,-1 |
| IsTotal,2,False,-1 |
| IsTotallySeparated,1,True,0 |
| IsTrans,4,True,0 |
| IsTranscendenceBasis,25,True,0 |
| IsTransitiveRel,12,True,0 |
| IsTrichotomous,4,True,0 |
| IsUltraUniformity,17,True,0 |
| IsUltrametricDist,81,True,0 |
| IsUltrametricDist.algNormOfAlgEquiv,1,False,-1 |
| IsUltrametricDist.invariantExtension,1,False,-1 |
| IsUnifLocDoublingMeasure,24,True,0 |
| IsUnifLocDoublingMeasure.doublingConstant,1,False,-1 |
| IsUnifLocDoublingMeasure.scalingConstantOf,1,False,-1 |
| IsUnifLocDoublingMeasure.scalingScaleOf,1,False,-1 |
| IsUnifLocDoublingMeasure.vitaliFamily,1,False,-1 |
| IsUniformAddGroup,3,True,0 |
| IsUniformEmbedding,17,True,0 |
| IsUniformGroup,20,True,0 |
| IsUniformInducing,38,True,0 |
| IsUnit,182,True,0 |
| IsUnit.liftRight,1,False,-1 |
| IsUnit.unit,1,True,0 |
| IsUnit.unit',1,False,-1 |
| IsUnramifiedAt,1,False,-1 |
| IsUnramifiedAtInfinitePlaces,7,True,0 |
| IsUpperModularLattice,3,True,0 |
| IsUpperSet,46,True,0 |
| IsValuativeTopology,22,True,0 |
| IsValuativeTopology.instValuedValueGroupWithZeroOfIsUniformAddGroup,1,False,-1 |
| IsVisible,6,True,0 |
| IsWeakAntichain,3,False,-1 |
| IsWeakLowerModularLattice,2,True,0 |
| IsWeakUpperModularLattice,2,True,0 |
| IsWellFounded,14,True,0 |
| IsWellFounded.rank,1,False,-1 |
| IsWellFounded.wellOrderExtension,2,True,0 |
| IsWellOrder,7,True,0 |
| IsZGroup,16,True,0 |
| IsZLattice,5,True,0 |
| IsometricContinuousFunctionalCalculus,11,True,0 |
| Isometry,66,True,0 |
| Isometry.toDilation,1,False,-1 |
| IsometryClass,18,True,0 |
| IsometryEquiv,175,True,0 |
| IsometryEquiv.Simps,2,False,-1 |
| IsometryEquiv.addRight,1,False,-1 |
| IsometryEquiv.divLeft,1,False,-1 |
| IsometryEquiv.mk,2,False,-1 |
| IterateAddAct,5,True,0 |
| IterateAddAct.mk,2,False,-1 |
| IterateMulAct,11,True,0 |
| IterateMulAct.mk,2,False,-1 |
| IteratedWreathProduct,1,False,-1 |
| JacobsonNoether,5,False,-1 |
| JacobsonSpace,5,True,0 |
| Joined,8,True,0 |
| Joined.somePath,1,False,-1 |
| JoinedIn,17,True,0 |
| JoinedIn.somePath,1,False,-1 |
| JordanHolderLattice,13,True,0 |
| JordanHolderLattice.IsMaximal,1,True,0 |
| JordanHolderModule,1,True,0 |
| KStar,3,True,0 |
| KaehlerDifferential,109,True,0 |
| KaehlerDifferential.cotangentComplexBaseChange,1,False,-1 |
| KaehlerDifferential.map,1,False,-1 |
| KaehlerDifferential.mapBaseChange,1,False,-1 |
| KaehlerDifferential.module',1,False,-1 |
| KaehlerDifferential.moduleBaseChange',1,False,-1 |
| KaehlerDifferential.tensorKaehlerEquiv,1,False,-1 |
| KaehlerDifferential.tensorKaehlerEquivBase,1,False,-1 |
| KaehlerDifferential.tensorKaehlerEquivOfFormallyEtale,1,False,-1 |
| KleeneAlgebra,9,True,0 |
| KummerDedekind,6,True,0 |
| KummerDedekind.Ideal,1,False,-1 |
| KummerDedekind.normalizedFactorsMapEquivNormalizedFactorsMinPolyMk,1,False,-1 |
| KummerDedekind.quotMapEquivQuotQuotMap,1,False,-1 |
| KuratowskiEmbedding,5,True,0 |
| LDL,10,False,-1 |
| LDL.diagEntries,1,False,-1 |
| LDL.lowerInv,1,False,-1 |
| LE,10,True,0 |
| LE.le,47,True,0 |
| LLVM,123,False,-1 |
| LLVM.Attribute,2,False,-1 |
| LLVM.AttributeIndex,4,False,-1 |
| LLVM.BasicBlock,2,False,-1 |
| LLVM.Builder,2,False,-1 |
| LLVM.CodegenFileType,4,False,-1 |
| LLVM.Context,2,False,-1 |
| LLVM.DLLStorageClass,5,False,-1 |
| LLVM.IntPredicate,5,False,-1 |
| LLVM.LLVMType,2,False,-1 |
| LLVM.Linkage,19,False,-1 |
| LLVM.MemoryBuffer,2,False,-1 |
| LLVM.Module,2,False,-1 |
| LLVM.Target,2,False,-1 |
| LLVM.TargetMachine,2,False,-1 |
| LLVM.Value,4,False,-1 |
| LLVM.Visibility,5,False,-1 |
| LSeries,63,True,0 |
| LSeries.notation,2,False,-1 |
| LSeriesHasSum,8,True,0 |
| LSeriesSummable,15,True,0 |
| LT,5,True,0 |
| LT.lt,37,True,0 |
| LTSeries,37,True,0 |
| LTSeries.longestOf,1,False,-1 |
| LTSeries.map,1,False,-1 |
| LTSeries.withLength,1,False,-1 |
| Lagrange,75,False,-1 |
| Lagrange.basis,1,False,-1 |
| Lagrange.nodalWeight,1,False,-1 |
| Lake,2,False,-1 |
| Language,96,True,0 |
| Language.IsContextFree,1,False,-1 |
| Language.IsRegular,8,True,0 |
| Laplacian,4,True,0 |
| Lat,35,True,0 |
| Lat.Hom,6,True,0 |
| Lat.Iso,3,True,0 |
| Lat.mk,2,False,-1 |
| Lattice,15,True,0 |
| Lattice.BicartSq,11,True,0 |
| Lattice.copy,1,False,-1 |
| Lattice.mk',1,False,-1 |
| LatticeCon,9,True,0 |
| LatticeCon.mk,2,False,-1 |
| LatticeHom,75,True,0 |
| LatticeHom.mk,3,False,-1 |
| LatticeHomClass,4,True,0 |
| LatticeOrderedAddCommGroup,5,False,-1 |
| LaurentPolynomial,98,True,0 |
| LaurentSeries,78,True,0 |
| LaurentSeries.Cauchy,10,True,0 |
| LawfulAlternative,8,True,0 |
| LawfulAlternativeLift,3,True,0 |
| LawfulApplicative,8,True,0 |
| LawfulBEq,3,True,0 |
| LawfulBifunctor,7,True,0 |
| LawfulBitraversable,12,True,0 |
| LawfulFix,4,True,0 |
| LawfulFunctor,5,True,0 |
| LawfulGetElem,3,True,0 |
| LawfulHashable,2,True,0 |
| LawfulMonad,10,True,0 |
| LawfulMonadAttach,7,True,0 |
| LawfulMonadCont,5,True,0 |
| LawfulMonadLift,3,True,0 |
| LawfulMonadLiftT,3,True,0 |
| LawfulMonadStateOf,41,True,0 |
| LawfulMvFunctor,3,True,0 |
| LawfulSingleton,2,True,0 |
| LawfulTraversable,6,True,0 |
| LeOnePart,3,True,0 |
| LeanSearchClient,52,True,8 |
| LeanSearchClient.LoogleMatch,7,True,8 |
| LeanSearchClient.LoogleResult,10,True,8 |
| LeanSearchClient.SearchResult,15,True,8 |
| LeanSearchClient.SearchServer,16,True,8 |
| LeanSearchClient.ascii_turnstile,2,False,-1 |
| LeanSearchClient.instInhabitedLoogleMatch,1,True,8 |
| LeanSearchClient.instInhabitedLoogleResult,1,True,8 |
| LeanSearchClient.instReprLoogleMatch,1,True,8 |
| LeanSearchClient.instReprLoogleResult,1,True,8 |
| LeanSearchClient.instReprSearchResult,1,True,8 |
| LeanSearchClient.unicode_turnstile,2,False,-1 |
| Left,31,True,0 |
| LeftCancelMonoid,13,True,0 |
| LeftCancelSemigroup,6,True,0 |
| LeftCommutative,2,True,0 |
| LeftDistribClass,2,True,0 |
| LeftInvariantDerivation,51,True,0 |
| LeftInvariantDerivation.mk,2,False,-1 |
| LeftOrdContinuous,17,False,-1 |
| LeftPreLieAlgebra,9,True,0 |
| LeftPreLieRing,9,True,0 |
| LefttCancelMonoid,1,False,-1 |
| Lex,32,True,0 |
| LibraryNote,26,False,-1 |
| LieAddGroup,3,True,0 |
| LieAdmissibleAlgebra,8,True,0 |
| LieAdmissibleRing,7,True,0 |
| LieAlgebra,192,True,0 |
| LieAlgebra.ExtendScalars,8,True,0 |
| LieAlgebra.Extension,37,True,0 |
| LieAlgebra.HasCentralRadical,2,True,0 |
| LieAlgebra.HasTrivialRadical,3,True,0 |
| LieAlgebra.InvariantForm,12,True,0 |
| LieAlgebra.IsExtension,12,True,0 |
| LieAlgebra.IsKilling,104,True,0 |
| LieAlgebra.IsSemisimple,9,True,0 |
| LieAlgebra.IsSimple,9,True,0 |
| LieAlgebra.IsSolvable,4,True,0 |
| LieAlgebra.LieEquiv,3,False,-1 |
| LieAlgebra.LieIdeal,2,True,0 |
| LieAlgebra.Orthogonal,33,False,-1 |
| LieAlgebra.RestrictScalars,2,False,-1 |
| LieAlgebra.SpecialLinear,11,False,-1 |
| LieAlgebra.Symplectic,1,False,-1 |
| LieAlgebra.corootSpace,1,True,0 |
| LieAlgebra.engel_isBot_of_isMin,4,True,0 |
| LieAlgebra.ofTwoCocycle,5,True,0 |
| LieAlgebra.rootSpace,1,True,0 |
| LieAlgebra.rootSpaceProduct,1,False,-1 |
| LieAlgebra.rootSpaceWeightSpaceProduct,1,False,-1 |
| LieAlgebra.zeroRootSubalgebra,1,False,-1 |
| LieDerivation,84,True,0 |
| LieDerivation.IsKilling,10,True,0 |
| LieDerivation.SMulBracketCommClass,2,True,0 |
| LieDerivation.Simps,1,False,-1 |
| LieDerivation.instModule,1,False,-1 |
| LieDerivation.mk,3,False,-1 |
| LieEquiv,54,True,0 |
| LieEquiv.mk,3,True,0 |
| LieEquiv.ofSubalgebras,1,False,-1 |
| LieGroup,4,True,0 |
| LieHom,80,True,0 |
| LieHom.IsIdealMorphism,1,True,0 |
| LieHom.mk,3,True,0 |
| LieIdeal,86,True,0 |
| LieIdeal.inclusion,1,False,-1 |
| LieModule,252,True,0 |
| LieModule.Cohomology,22,True,0 |
| LieModule.IsFaithful,3,True,0 |
| LieModule.IsIrreducible,1,False,-1 |
| LieModule.IsNilpotent,4,True,0 |
| LieModule.IsTriangularizable,3,True,0 |
| LieModule.IsTrivial,2,True,0 |
| LieModule.LinearWeights,4,True,0 |
| LieModule.Weight,53,True,0 |
| LieModule.chainBot,1,False,-1 |
| LieModule.chainBotCoeff,1,False,-1 |
| LieModule.chainTop,1,True,0 |
| LieModule.chainTopCoeff,1,True,0 |
| LieModule.genWeightSpace,1,True,0 |
| LieModule.genWeightSpaceChain,1,False,-1 |
| LieModule.genWeightSpaceOf,1,False,-1 |
| LieModule.ker,1,False,-1 |
| LieModule.maxTrivSubmodule,1,False,-1 |
| LieModule.posFittingComp,1,False,-1 |
| LieModule.posFittingCompOf,1,False,-1 |
| LieModule.shiftedGenWeightSpace,9,True,0 |
| LieModule.toEnd,1,False,-1 |
| LieModule.traceForm,1,False,-1 |
| LieModule.weightSpace,1,False,-1 |
| LieModuleEquiv,42,True,0 |
| LieModuleEquiv.mk,3,True,0 |
| LieModuleHom,72,True,0 |
| LieModuleHom.codRestrict,1,False,-1 |
| LieModuleHom.instModule,1,False,-1 |
| LieModuleHom.mk,3,True,0 |
| LieRinehartAlgebra,6,True,0 |
| LieRinehartAlgebra.Hom,16,True,0 |
| LieRinehartRing,4,True,0 |
| LieRing,14,True,0 |
| LieRingModule,11,True,0 |
| LieSubalgebra,152,True,0 |
| LieSubalgebra.IsCartanSubalgebra,3,True,0 |
| LieSubalgebra.inclusion,1,False,-1 |
| LieSubalgebra.instModuleSubtypeMemOfIsScalarTower,1,False,-1 |
| LieSubalgebra.mk,3,False,-1 |
| LieSubalgebra.ofLe,1,False,-1 |
| LieSubalgebra.root,1,False,-1 |
| LieSubmodule,255,True,0 |
| LieSubmodule.Quotient,30,True,0 |
| LieSubmodule.idealizer,1,False,-1 |
| LieSubmodule.inclusion,1,False,-1 |
| LieSubmodule.mapOrderEmbedding,1,False,-1 |
| LieSubmodule.mk,3,True,0 |
| LieSubmodule.normalizer,1,True,0 |
| LieSubmodule.ucs,1,False,-1 |
| LightCondAb,1,False,-1 |
| LightCondMod,7,True,0 |
| LightCondMod.LocallyConstant,18,True,0 |
| LightCondSet,31,True,0 |
| LightCondSet.LocallyConstant,9,True,0 |
| LightCondensed,84,True,0 |
| LightCondensed.discrete,1,False,-1 |
| LightCondensed.isoFinYoneda,1,False,-1 |
| LightCondensed.isoFinYonedaComponents,1,False,-1 |
| LightDiagram,11,True,0 |
| LightDiagram',5,True,0 |
| LightDiagram'.mk,2,False,-1 |
| LightDiagram.mk,2,False,-1 |
| LightProfinite,65,True,0 |
| LightProfinite.Extend,14,True,0 |
| LightProfinite.of,1,False,-1 |
| LightProfinite.transitionMapLE,1,False,-1 |
| LinOrd,35,True,0 |
| LinOrd.Hom,6,True,0 |
| LinOrd.Iso,3,True,0 |
| LinOrd.of,2,False,-1 |
| LindelofSpace,4,True,0 |
| LindemannWeierstrass,3,False,-1 |
| LineDeriv,31,True,0 |
| LineDeriv.lineDerivOpCLM,1,False,-1 |
| LineDeriv.tensorLineDerivTwo,1,False,-1 |
| LineDerivAdd,3,True,0 |
| LineDerivLeftSMul,2,True,0 |
| LineDerivSMul,2,True,0 |
| LineDifferentiableAt,5,True,0 |
| LineDifferentiableWithinAt,8,True,0 |
| LinearAlgebra,1,True,10 |
| LinearAlgebra.FreeProduct,30,True,10 |
| LinearAlgebra.Projectivization,1,False,-1 |
| LinearEquiv,537,True,0 |
| LinearEquiv.AssociatedPrimes,1,True,0 |
| LinearEquiv.Simps,2,False,-1 |
| LinearEquiv.arrowCongr,1,True,0 |
| LinearEquiv.arrowCongrAddEquiv,1,False,-1 |
| LinearEquiv.automorphismGroup,2,False,-1 |
| LinearEquiv.coord,1,False,-1 |
| LinearEquiv.dilatransvection,1,False,-1 |
| LinearEquiv.extend,1,False,-1 |
| LinearEquiv.extendScalarsOfIsLocalization,1,False,-1 |
| LinearEquiv.flip,1,False,-1 |
| LinearEquiv.isometryOfInner,1,False,-1 |
| LinearEquiv.mk,3,True,0 |
| LinearEquiv.multilinearMapCongrRight,1,False,-1 |
| LinearEquiv.ofBijective,1,False,-1 |
| LinearEquiv.ofEq,1,False,-1 |
| LinearEquiv.ofFinrankEq,1,False,-1 |
| LinearEquiv.ofInjective,1,False,-1 |
| LinearEquiv.ofIsUnitDet,1,False,-1 |
| LinearEquiv.ofLinear,1,True,0 |
| LinearEquiv.ofSubsingleton,1,False,-1 |
| LinearEquiv.ofTop,1,False,-1 |
| LinearEquiv.restrictScalars,1,False,-1 |
| LinearEquiv.symm_mk,1,True,0 |
| LinearEquiv.toContinuousLinearEquiv,1,False,-1 |
| LinearEquiv.toSpanNonzeroSingleton,1,False,-1 |
| LinearEquiv.trans,1,True,0 |
| LinearEquiv.transvection,14,True,0 |
| LinearGrowth,53,True,0 |
| LinearGrowth.EReal,1,True,0 |
| LinearGrowth.Real,2,True,0 |
| LinearIndepOn,45,True,0 |
| LinearIndepOn.extend,1,False,-1 |
| LinearIndependent,103,True,0 |
| LinearIndependent.linearCombinationEquiv,1,False,-1 |
| LinearIndependent.repr,1,False,-1 |
| LinearIsometry,123,True,0 |
| LinearIsometry.Simps,1,False,-1 |
| LinearIsometry.comp,1,False,-1 |
| LinearIsometry.mk,3,True,0 |
| LinearIsometry.toLinearIsometryEquiv,1,False,-1 |
| LinearIsometry.toSpanSingleton,1,False,-1 |
| LinearIsometryEquiv,248,True,0 |
| LinearIsometryEquiv.Simps,2,False,-1 |
| LinearIsometryEquiv.mk,3,False,-1 |
| LinearIsometryEquiv.ofEq,1,False,-1 |
| LinearIsometryEquiv.ofLinearIsometry,1,True,0 |
| LinearIsometryEquiv.ofSurjective,1,False,-1 |
| LinearIsometryEquiv.trans,1,True,0 |
| LinearLocallyFiniteOrder,11,True,0 |
| LinearMap,1661,True,0 |
| LinearMap.BilinForm,280,True,0 |
| LinearMap.BilinMap,29,True,0 |
| LinearMap.CompatibleSMul,7,True,0 |
| LinearMap.GeneralLinearGroup,17,True,0 |
| LinearMap.IntrinsicStar,3,True,0 |
| LinearMap.IsAdjointPair,5,True,0 |
| LinearMap.IsAlt,5,True,0 |
| LinearMap.IsContPerfPair,6,True,0 |
| LinearMap.IsIdempotentElem,23,True,0 |
| LinearMap.IsNonneg,4,True,0 |
| LinearMap.IsOrthoᵢ,5,True,0 |
| LinearMap.IsPerfPair,16,True,0 |
| LinearMap.IsPerfectCompl,8,True,0 |
| LinearMap.IsPosSemidef,4,True,0 |
| LinearMap.IsPositive,17,True,0 |
| LinearMap.IsProj,21,True,0 |
| LinearMap.IsRefl,11,True,0 |
| LinearMap.IsReflective,11,True,0 |
| LinearMap.IsScalarTower,2,True,0 |
| LinearMap.IsStarProjection,2,False,-1 |
| LinearMap.IsSymm,8,True,0 |
| LinearMap.IsSymmetric,71,True,0 |
| LinearMap.IsSymmetricProjection,9,True,0 |
| LinearMap.Nondegenerate,3,True,0 |
| LinearMap.SeparatingLeft,4,True,0 |
| LinearMap.SeparatingRight,3,True,0 |
| LinearMap.adjoint,1,False,-1 |
| LinearMap.charpoly,1,True,0 |
| LinearMap.codRestrict,1,False,-1 |
| LinearMap.codRestrictOfInjective,1,False,-1 |
| LinearMap.codRestrict₂,1,False,-1 |
| LinearMap.comp,1,True,0 |
| LinearMap.compMultilinearMapₗ,1,False,-1 |
| LinearMap.compQuadraticMap',1,False,-1 |
| LinearMap.compRight,1,False,-1 |
| LinearMap.compl₂,1,False,-1 |
| LinearMap.compr₂,1,False,-1 |
| LinearMap.compr₂ₛₗ,1,True,0 |
| LinearMap.conjugate,1,False,-1 |
| LinearMap.convMul,1,False,-1 |
| LinearMap.convNonUnitalSemiring,1,False,-1 |
| LinearMap.copy,1,False,-1 |
| LinearMap.detAux,1,False,-1 |
| LinearMap.dualProd,1,False,-1 |
| LinearMap.eqLocus,1,False,-1 |
| LinearMap.equivOfIsUnitDet,1,False,-1 |
| LinearMap.extendOfNorm,1,False,-1 |
| LinearMap.extendScalarsOfIsLocalization,1,False,-1 |
| LinearMap.extendScalarsOfSurjectiveEquiv,1,False,-1 |
| LinearMap.extendTo𝕜',1,False,-1 |
| LinearMap.flip,2,True,0 |
| LinearMap.instDistribMulAction,1,False,-1 |
| LinearMap.instDistribMulActionDomMulActOfSMulCommClass,1,False,-1 |
| LinearMap.instLieRingModule,1,False,-1 |
| LinearMap.instModuleDomMulActOfSMulCommClass,1,False,-1 |
| LinearMap.instSMul,1,False,-1 |
| LinearMap.instSMulDomMulAct,1,False,-1 |
| LinearMap.instStarId,1,False,-1 |
| LinearMap.intrinsicInvolutiveStar,1,False,-1 |
| LinearMap.intrinsicStar,1,False,-1 |
| LinearMap.inverse,1,False,-1 |
| LinearMap.lcompₛₗ,1,False,-1 |
| LinearMap.liftBaseChange,1,False,-1 |
| LinearMap.linearEquivOfInjective,1,True,0 |
| LinearMap.linearProjOfIsCompl,1,False,-1 |
| LinearMap.llcomp,1,False,-1 |
| LinearMap.mk,3,True,0 |
| LinearMap.mkContinuous,1,False,-1 |
| LinearMap.mkContinuousOfExistsBound,1,False,-1 |
| LinearMap.mkContinuous₂,1,False,-1 |
| LinearMap.mk₂,1,False,-1 |
| LinearMap.mk₂'ₛₗ,1,False,-1 |
| LinearMap.module,1,False,-1 |
| LinearMap.mul,1,False,-1 |
| LinearMap.mul',1,False,-1 |
| LinearMap.mulLeft,1,False,-1 |
| LinearMap.mulLeftRight,1,False,-1 |
| LinearMap.mulRight,1,False,-1 |
| LinearMap.nilRank,1,False,-1 |
| LinearMap.ofIsCompl,1,False,-1 |
| LinearMap.ofIsComplProd,1,False,-1 |
| LinearMap.polyCharpoly,1,False,-1 |
| LinearMap.polyCharpolyAux,1,False,-1 |
| LinearMap.quotKerEquivOfSurjective,1,False,-1 |
| LinearMap.range,1,True,0 |
| LinearMap.restrict,1,True,0 |
| LinearMap.restrictScalars,1,False,-1 |
| LinearMap.restrictScalarsRange₂,1,False,-1 |
| LinearMap.restrictScalars₁₂,1,False,-1 |
| LinearMap.restrictScalarsₗ,1,False,-1 |
| LinearMap.smulRight,1,True,0 |
| LinearMap.sumOfConjugates,1,False,-1 |
| LinearMap.sumOfConjugatesEquivariant,1,False,-1 |
| LinearMap.toContPerfPair,1,False,-1 |
| LinearMap.toContinuousLinearMap,1,False,-1 |
| LinearMap.toMatrix,1,False,-1 |
| LinearMap.toMvPolynomial,1,False,-1 |
| LinearMap.toPerfPair,1,True,0 |
| LinearMap.transvection,11,True,0 |
| LinearMapClass,5,True,0 |
| LinearOrder,41,True,0 |
| LinearOrderedAddCommGroup,7,True,0 |
| LinearOrderedAddCommGroupWithTop,53,True,0 |
| LinearOrderedAddCommMonoidWithTop,8,True,0 |
| LinearOrderedCommGroup,17,True,0 |
| LinearOrderedCommGroup.Subgroup,8,True,0 |
| LinearOrderedCommGroupWithZero,28,True,0 |
| LinearOrderedCommMonoidWithZero,11,True,0 |
| LinearOrderedField,41,True,0 |
| LinearOrderedField.inducedAddHom,1,False,-1 |
| LinearOrderedField.uniqueOrderRingHom,1,False,-1 |
| LinearOrderedRing,1,False,-1 |
| LinearOrderedSemiField,1,True,0 |
| LinearOrderedSemifield,1,False,-1 |
| LinearOrderedSemiring,2,False,-1 |
| LinearPMap,159,True,0 |
| LinearPMap.HasCore,3,True,0 |
| LinearPMap.IsClosable,7,True,0 |
| LinearPMap.IsClosed,1,True,0 |
| LinearPMap.IsFormalAdjoint,2,True,0 |
| LinearPMap.adjoint,1,False,-1 |
| LinearPMap.adjointAux,1,False,-1 |
| LinearPMap.closure,1,False,-1 |
| LinearPMap.mk,2,False,-1 |
| LinearPMap.mkSpanSingleton,1,False,-1 |
| LinearPMap.sSup,1,False,-1 |
| LinearPMap.sup,1,False,-1 |
| LinearPMap.supSpanSingleton,1,False,-1 |
| LinearRecurrence,18,True,0 |
| LinearRecurrence.mk,2,False,-1 |
| LinearRecurrence.mkSol,1,False,-1 |
| Liouville,6,True,0 |
| LiouvilleNumber,11,True,0 |
| LiouvilleWith,43,True,0 |
| LipschitzAdd,2,True,0 |
| LipschitzMul,4,True,0 |
| LipschitzOnWith,51,True,0 |
| LipschitzWith,114,True,0 |
| LipschitzWith.compLp,1,False,-1 |
| List,5151,True,0 |
| List.Aesop,1,False,-1 |
| List.Chain,13,False,-1 |
| List.Chain',26,False,-1 |
| List.CommMonoid,2,False,-1 |
| List.Cursor,24,True,0 |
| List.Disjoint,7,True,0 |
| List.Duplicate,16,True,0 |
| List.Forall,2,False,-1 |
| List.Forall₂,12,True,0 |
| List.HasPeriod,7,True,0 |
| List.Ico,31,False,-1 |
| List.IsChain,67,True,0 |
| List.IsInfix,22,True,0 |
| List.IsPrefix,41,True,0 |
| List.IsRotated,15,True,0 |
| List.IsSuffix,27,True,0 |
| List.IsZeckendorfRep,1,True,0 |
| List.Lex,17,True,0 |
| List.ListSlice,1,True,0 |
| List.Matcher,10,True,0 |
| List.Mem,7,True,0 |
| List.MergeSort,25,True,0 |
| List.Nat,19,True,0 |
| List.Nodup,72,True,0 |
| List.NodupKeys,9,True,0 |
| List.Pairwise,63,True,0 |
| List.Palindrome,14,True,0 |
| List.Perm,121,True,0 |
| List.Pi,14,True,0 |
| List.Sbtw,2,False,-1 |
| List.Shortlex,9,True,0 |
| List.Sorted,28,False,-1 |
| List.SortedGE,12,True,0 |
| List.SortedGT,18,True,0 |
| List.SortedLE,13,True,0 |
| List.SortedLT,21,True,0 |
| List.Sublist,62,True,0 |
| List.SublistForall₂,11,True,0 |
| List.Subperm,16,True,0 |
| List.Subset,9,True,0 |
| List.Subtype,1,True,0 |
| List.TFAE,2,True,0 |
| List.TProd,18,True,0 |
| List.Triplewise,9,True,0 |
| List.Vector,227,True,0 |
| List.Wbtw,1,True,0 |
| List.all₂,1,False,-1 |
| List.alternatingProd,1,False,-1 |
| List.alternatingSum,1,False,-1 |
| List.any,1,False,-1 |
| List.append,1,False,-1 |
| List.argAux,1,False,-1 |
| List.argmax,1,False,-1 |
| List.attachWith,2,True,0 |
| List.bagInter,5,True,0 |
| List.beq,1,False,-1 |
| List.bidirectionalRec,5,True,0 |
| List.brecOn,2,True,0 |
| List.compareLex,1,False,-1 |
| List.concat,1,False,-1 |
| List.cons,2,True,0 |
| List.consFixedLengthDigits,1,False,-1 |
| List.countP,2,True,0 |
| List.destutter,1,True,0 |
| List.destutter',2,True,0 |
| List.diff,1,False,-1 |
| List.dlookup,2,True,0 |
| List.drop,1,False,-1 |
| List.dropInfix?,2,True,0 |
| List.dropLast,4,True,0 |
| List.dropPrefix?,1,False,-1 |
| List.dropSlice,1,False,-1 |
| List.dropSliceTR,2,True,0 |
| List.dropWhile,1,True,0 |
| List.elem,1,False,-1 |
| List.erase,1,False,-1 |
| List.eraseDupsBy,2,True,0 |
| List.eraseIdx,1,False,-1 |
| List.eraseP,1,False,-1 |
| List.eraseRepsBy,1,True,0 |
| List.extractP,3,True,0 |
| List.fillNones,1,False,-1 |
| List.filter,3,False,-1 |
| List.filterMap,3,False,-1 |
| List.filterMapM,2,True,0 |
| List.filterMapTR,2,True,0 |
| List.filterTR,2,True,0 |
| List.find?,1,False,-1 |
| List.findFinIdx?,3,True,0 |
| List.findIdx,2,True,0 |
| List.findIdx?,2,True,0 |
| List.findRev?,1,False,-1 |
| List.findSome?,1,False,-1 |
| List.findSomeRev?,1,False,-1 |
| List.fixedLengthDigits,1,True,0 |
| List.flatMapM,2,True,0 |
| List.flatten,1,False,-1 |
| List.foldl,1,True,0 |
| List.foldlM,1,False,-1 |
| List.foldr,1,False,-1 |
| List.foldrIdx,1,False,-1 |
| List.forDiagM,1,False,-1 |
| List.forIn',3,True,0 |
| List.get,1,False,-1 |
| List.getLast,3,True,0 |
| List.getLast?,2,False,-1 |
| List.getLastI,1,False,-1 |
| List.head,2,True,0 |
| List.inits,1,False,-1 |
| List.insertP,2,True,0 |
| List.insertionSort,1,False,-1 |
| List.instDecidableIsChain,1,True,0 |
| List.instDecidableMemOfLawfulBEq,1,False,-1 |
| List.intersperse,2,True,0 |
| List.isEqv,1,False,-1 |
| List.isPerm,1,False,-1 |
| List.isPrefixOf,1,False,-1 |
| List.isPrefixOf?,1,False,-1 |
| List.isSublist,1,False,-1 |
| List.iterate,1,False,-1 |
| List.iterateTR,2,True,0 |
| List.kextract,1,False,-1 |
| List.kunion,1,False,-1 |
| List.length,1,False,-1 |
| List.lengthTRAux,1,False,-1 |
| List.lex,1,False,-1 |
| List.lookmap,2,True,0 |
| List.lookup,1,False,-1 |
| List.lookupAll,1,False,-1 |
| List.map,1,False,-1 |
| List.mapAccumr,1,False,-1 |
| List.mapAccumr₂,1,False,-1 |
| List.mapDiagM,1,True,0 |
| List.mapFinIdx,3,True,0 |
| List.mapFinIdxM,3,True,0 |
| List.mapIdx,2,True,0 |
| List.mapIdxM,2,True,0 |
| List.mapIdxMAux',1,False,-1 |
| List.mapM,2,True,0 |
| List.mapM',1,False,-1 |
| List.mapTR,2,True,0 |
| List.map₂Left,1,False,-1 |
| List.map₂Left',1,False,-1 |
| List.max,1,False,-1 |
| List.maximum_of_length_pos,1,False,-1 |
| List.min,1,False,-1 |
| List.modifyLast,2,True,0 |
| List.modifyTailIdx,1,True,0 |
| List.next,2,True,0 |
| List.nextOr,1,True,0 |
| List.nil,1,False,-1 |
| List.orderedInsert,1,False,-1 |
| List.partition,2,True,0 |
| List.permutations',1,False,-1 |
| List.permutations'Aux,1,False,-1 |
| List.permutationsAux,2,True,0 |
| List.permutationsAux2,1,False,-1 |
| List.pmap,2,True,0 |
| List.prev,2,True,0 |
| List.pwFilter,1,False,-1 |
| List.range,1,True,0 |
| List.range',1,False,-1 |
| List.range'TR,2,True,0 |
| List.ranges,1,False,-1 |
| List.replace,1,False,-1 |
| List.replaceF,1,False,-1 |
| List.replaceFTR,4,True,0 |
| List.replicate,1,False,-1 |
| List.replicateTR,2,True,0 |
| List.reverseAux,1,False,-1 |
| List.reverseRecOn,4,False,-1 |
| List.rotate',1,False,-1 |
| List.scanAuxM,3,True,0 |
| List.sections,1,False,-1 |
| List.sectionsTR,1,True,0 |
| List.set,1,False,-1 |
| List.span,2,True,0 |
| List.splitAt,2,True,0 |
| List.splitAtD,1,True,0 |
| List.splitBy,2,True,0 |
| List.splitLengths,1,False,-1 |
| List.splitOnP,4,True,0 |
| List.splitOnPTR,2,True,0 |
| List.splitWrtCompositionAux,1,False,-1 |
| List.sublistsLenAux,1,True,0 |
| List.subperm,2,False,-1 |
| List.sym,1,False,-1 |
| List.sym2,1,False,-1 |
| List.tails,1,False,-1 |
| List.tailsTR,2,True,0 |
| List.take,1,False,-1 |
| List.takeD,1,False,-1 |
| List.takeDTR,2,True,0 |
| List.takeList,1,False,-1 |
| List.takeListTR,2,True,0 |
| List.takeWhile,1,True,0 |
| List.takeWhile₂,1,False,-1 |
| List.takeWhile₂TR,2,True,0 |
| List.toAssocList,1,False,-1 |
| List.toByteArray,5,True,0 |
| List.toChunks,1,True,0 |
| List.toFinset,2,True,0 |
| List.toFinsupp,1,True,0 |
| List.transpose,2,True,0 |
| List.traverse,1,False,-1 |
| List.twoStepInduction,1,False,-1 |
| List.zipIdx,1,False,-1 |
| List.zipWith,1,False,-1 |
| List.zipWithLeft,1,False,-1 |
| List.zipWithLeft',1,False,-1 |
| List.zipWithLeft'TR,2,True,0 |
| List.zipWithLeftTR,2,True,0 |
| List.zipWithM,5,True,0 |
| List.zipWithM',4,True,0 |
| ListSlice,41,True,0 |
| Lists,21,True,0 |
| Lists',25,True,0 |
| Lists'.Subset,8,True,0 |
| Lists'.atom,2,False,-1 |
| Lists'.brecOn,2,False,-1 |
| Lists'.cons',2,True,0 |
| Lists'.nil,1,False,-1 |
| Lists'.ofList,1,False,-1 |
| Lists'.toList,1,False,-1 |
| Lists.Equiv,11,True,0 |
| Lists.Subset,2,True,0 |
| Lists.mem,2,True,0 |
| LocPathConnectedSpace,4,True,0 |
| LocalSubring,28,True,0 |
| LocalSubring.mk,2,False,-1 |
| Locale,13,True,14 |
| Locale.PT,2,True,14 |
| Localization,132,True,0 |
| Localization.AtPrime,16,True,0 |
| Localization.Away,4,True,0 |
| Localization.algEquiv,1,False,-1 |
| Localization.awayLift,1,False,-1 |
| Localization.le,1,False,-1 |
| Localization.liftOn,1,False,-1 |
| Localization.localRingHom,1,True,0 |
| Localization.mapToFractionRing,1,False,-1 |
| Localization.partialOrder,1,False,-1 |
| Localization.subalgebra,10,True,0 |
| LocalizedModule,78,True,0 |
| LocalizedModule.lift,1,False,-1 |
| LocalizedModule.liftOn,1,False,-1 |
| LocalizedModule.r,2,True,0 |
| LocalizedModule.smulOfIsLocalization,1,False,-1 |
| LocallyBoundedMap,26,True,0 |
| LocallyBoundedMap.mk,2,False,-1 |
| LocallyBoundedMapClass,3,True,0 |
| LocallyBoundedVariationOn,6,True,0 |
| LocallyCompactPair,2,True,0 |
| LocallyCompactSpace,5,True,0 |
| LocallyConnectedSpace,2,True,0 |
| LocallyConstant,196,True,0 |
| LocallyConstant.Simps,1,False,-1 |
| LocallyConstant.mk,3,False,-1 |
| LocallyConstant.ofIsClopen,1,False,-1 |
| LocallyConstant.piecewise',1,False,-1 |
| LocallyConstant.unflip,1,False,-1 |
| LocallyConvexSpace,12,True,0 |
| LocallyFinite,37,True,0 |
| LocallyFinite.Realizer,7,True,0 |
| LocallyFiniteOrder,31,True,0 |
| LocallyFiniteOrder.addMonoidHom,1,False,-1 |
| LocallyFiniteOrder.mk,1,True,0 |
| LocallyFiniteOrder.orderAddMonoidHom,1,False,-1 |
| LocallyFiniteOrder.orderMonoidHom,1,False,-1 |
| LocallyFiniteOrderBot,8,True,0 |
| LocallyFiniteOrderBot.mk,1,True,0 |
| LocallyFiniteOrderTop,8,True,0 |
| LocallyFiniteOrderTop.mk,1,True,0 |
| LocallyIntegrable,1,True,0 |
| LocallyLipschitz,21,True,0 |
| LocallyLipschitzOn,8,True,0 |
| LoopSpace,1,False,-1 |
| LowerAdjoint,45,True,0 |
| LowerAdjoint.mk,2,False,-1 |
| LowerHemicontinuous,7,False,-1 |
| LowerHemicontinuousAt,5,False,-1 |
| LowerHemicontinuousOn,6,False,-1 |
| LowerHemicontinuousWithinAt,6,False,-1 |
| LowerSemicontinuous,16,True,0 |
| LowerSemicontinuousAt,11,True,0 |
| LowerSemicontinuousOn,14,False,-1 |
| LowerSemicontinuousWithinAt,10,True,0 |
| LowerSet,155,True,0 |
| LowerSet.Simps,1,False,-1 |
| LowerSet.instSMul,1,False,-1 |
| LowerSet.mk,3,True,0 |
| LucasLehmer,24,True,0 |
| LucasLehmer.X,52,True,0 |
| LucasLehmer.norm_num_ext,13,False,-1 |
| LucasLehmer.s,1,False,-1 |
| LucasLehmer.sMod,1,False,-1 |
| LucasLehmer.sZMod,1,False,-1 |
| MDifferentiable,40,True,0 |
| MDifferentiableAt,45,True,0 |
| MDifferentiableOn,41,True,0 |
| MDifferentiableWithinAt,61,True,0 |
| MLList,70,True,0 |
| MProd,4,True,0 |
| MProd.mk,2,False,-1 |
| Magma,2,True,0 |
| Magma.AssocQuotient,15,True,0 |
| Magma.AssocRel,2,True,0 |
| MagmaCat,32,True,0 |
| MagmaCat.Hom,6,True,0 |
| MagmaCat.mk,2,False,-1 |
| Manifold,41,True,0 |
| Manifold.Elab,4,False,-1 |
| Manifold.IsImmersion,10,True,0 |
| Manifold.IsImmersionAt,23,True,0 |
| Manifold.IsImmersionAtOfComplement,30,True,0 |
| Manifold.IsImmersionOfComplement,9,True,0 |
| Manifold.IsLocalSourceTargetProperty,3,True,0 |
| Manifold.IsSmoothEmbedding,6,True,0 |
| Manifold.LiftSourceTargetPropertyAt,16,True,0 |
| Manifold.LocalPresentationAt,12,True,0 |
| ManyOneDegree,17,False,-1 |
| ManyOneEquiv,7,True,0 |
| ManyOneReducible,2,True,0 |
| MapClusterPt,10,True,0 |
| Mathlib,19,True,0 |
| Mathlib.Command,25,False,-1 |
| Mathlib.CountHeartbeats,6,False,-1 |
| Mathlib.Deriving,32,False,-1 |
| Mathlib.Elab,2,False,-1 |
| Mathlib.Explode,47,False,-1 |
| Mathlib.FindSyntax,2,False,-1 |
| Mathlib.GuardExceptions,2,True,0 |
| Mathlib.Ineq,35,True,0 |
| Mathlib.Linter,94,False,-1 |
| Mathlib.Meta,1101,True,0 |
| Mathlib.MoveAdd,17,False,-1 |
| Mathlib.Notation,2,False,-1 |
| Mathlib.Notation3,67,False,-1 |
| Mathlib.PPWithUniv,2,False,-1 |
| Mathlib.PrintSorries,12,False,-1 |
| Mathlib.ProxyType,16,False,-1 |
| Mathlib.StacksTag,40,False,-1 |
| Mathlib.TacticAnalysis,71,True,0 |
| Mathlib.Util,14,False,-1 |
| Mathlib.WhatsNew,3,False,-1 |
| Mathlib.instInhabitedIneq,1,True,0 |
| Mathlib.instReprIneq,1,True,0 |
| Mathlib.instToExprBinderInfo_mathlib,1,True,0 |
| Mathlib.instToExprExpr_mathlib,1,True,0 |
| Mathlib.instToExprLevelMVarId_mathlib,1,True,0 |
| Mathlib.instToExprLevel_mathlib,1,True,0 |
| Mathlib.instToExprMVarId_mathlib,1,True,0 |
| Mathlib.instToExprRaw_mathlib,1,True,0 |
| Mathlib.instToExprRaw_mathlib_1,1,True,0 |
| Mathlib.instToExprSourceInfo_mathlib,1,True,0 |
| Mathlib.instToExprSyntax_mathlib,1,True,0 |
| Mathlib.instToExprULift_mathlib,1,True,0 |
| Mathlib.pp,1,True,0 |
| Matrix,2571,True,0 |
| Matrix.BlockTriangular,20,True,0 |
| Matrix.Commute,7,False,-1 |
| Matrix.Exists,1,False,-1 |
| Matrix.Fin,9,False,-1 |
| Matrix.Forall,1,False,-1 |
| Matrix.GLPos,4,True,0 |
| Matrix.GeneralLinearGroup,66,True,0 |
| Matrix.HasOrthogonalCols,2,False,-1 |
| Matrix.HasOrthogonalRows,2,False,-1 |
| Matrix.InnerProductSpace,1,False,-1 |
| Matrix.IntrinsicStar,1,False,-1 |
| Matrix.IsAdjMatrix,14,True,0 |
| Matrix.IsDiag,13,True,0 |
| Matrix.IsHermitian,75,True,0 |
| Matrix.IsIrreducible,5,True,0 |
| Matrix.IsParabolic,1,True,0 |
| Matrix.IsPrimitive,4,True,0 |
| Matrix.IsStrictlyPositive,1,True,0 |
| Matrix.IsSymm,18,True,0 |
| Matrix.IsTotallyUnimodular,9,True,0 |
| Matrix.IsUnit,5,True,0 |
| Matrix.J,1,False,-1 |
| Matrix.LE,1,True,0 |
| Matrix.Module,8,True,0 |
| Matrix.Nondegenerate,17,True,0 |
| Matrix.NormedAddCommGroup,1,False,-1 |
| Matrix.Pivot,22,True,0 |
| Matrix.PosDef,39,True,0 |
| Matrix.PosSemidef,45,True,0 |
| Matrix.Represents,9,True,0 |
| Matrix.SemiconjBy,1,False,-1 |
| Matrix.Semiring,2,True,0 |
| Matrix.SeparatingLeft,5,True,0 |
| Matrix.SeparatingRight,5,True,0 |
| Matrix.SpecialLinearGroup,91,True,0 |
| Matrix.TransvectionStruct,29,True,0 |
| Matrix.UnitaryGroup,21,False,-1 |
| Matrix.adjp,1,False,-1 |
| Matrix.adjugate,1,True,0 |
| Matrix.blockDiagonal,1,False,-1 |
| Matrix.blockDiagonal',1,False,-1 |
| Matrix.charmatrix,1,True,0 |
| Matrix.charpoly,10,True,0 |
| Matrix.charpolyRev,1,False,-1 |
| Matrix.colStochastic,1,False,-1 |
| Matrix.compl,1,False,-1 |
| Matrix.det,1,True,0 |
| Matrix.detp,1,False,-1 |
| Matrix.diagonal,1,True,0 |
| Matrix.discr,1,True,0 |
| Matrix.isRepresentation,5,True,0 |
| Matrix.mulVec,2,False,-1 |
| Matrix.permanent,1,False,-1 |
| Matrix.planeConformalMatrix,1,False,-1 |
| Matrix.rowStochastic,1,False,-1 |
| Matrix.single,1,True,0 |
| Matrix.specialUnitaryGroup,1,False,-1 |
| Matrix.stdBasis,1,False,-1 |
| Matrix.swap,1,False,-1 |
| Matrix.toLin,1,False,-1 |
| Matrix.transposeᵣ,1,False,-1 |
| Matrix.transvection,1,False,-1 |
| Matrix.updateCol,1,True,0 |
| Matrix.updateRow,1,True,0 |
| Matrix.vecAlt0,1,False,-1 |
| Matrix.vecAlt1,1,False,-1 |
| Matrix.vecAppend,1,False,-1 |
| Matrix.vecMulBilin,1,False,-1 |
| MatrixEquivTensor,13,True,0 |
| MatrixGroups,1,False,-1 |
| MatrixModCat,12,True,0 |
| MatrixModCat.toModuleCatObj,1,False,-1 |
| Matroid,830,True,0 |
| Matroid.Coindep,10,False,-1 |
| Matroid.Dep,10,True,0 |
| Matroid.ExchangeProperty,4,True,0 |
| Matroid.Finitary,4,True,0 |
| Matroid.Finite,3,True,0 |
| Matroid.Indep,112,True,0 |
| Matroid.InvariantCardinalRank,2,True,0 |
| Matroid.IsBase,62,True,0 |
| Matroid.IsBasis,76,True,0 |
| Matroid.IsBasis',34,True,0 |
| Matroid.IsCircuit,44,True,0 |
| Matroid.IsCocircuit,7,True,0 |
| Matroid.IsColoop,11,True,0 |
| Matroid.IsFlat,6,True,0 |
| Matroid.IsLoop,17,True,0 |
| Matroid.IsMinor,8,True,0 |
| Matroid.IsNonloop,21,True,0 |
| Matroid.IsRestriction,23,True,0 |
| Matroid.IsRkFinite,24,True,0 |
| Matroid.IsStrictMinor,7,True,0 |
| Matroid.IsStrictRestriction,7,False,-1 |
| Matroid.Loopless,3,True,0 |
| Matroid.Matroidᵣ,10,True,0 |
| Matroid.Nonempty,2,True,0 |
| Matroid.RankFinite,3,True,0 |
| Matroid.RankInfinite,2,True,0 |
| Matroid.RankPos,2,True,0 |
| Matroid.Restriction,1,False,-1 |
| Matroid.Spanning,19,True,0 |
| Matroid.disjointSum,1,False,-1 |
| Matroid.map,1,True,0 |
| Matroid.mapSetEquiv,1,False,-1 |
| Matroid.mk,3,False,-1 |
| Matroid.ofExistsFiniteIsBase,1,False,-1 |
| Max,8,True,0 |
| Maximal,16,True,0 |
| MaximalFor,7,False,-1 |
| MaximalSpectrum,31,True,0 |
| MaximalSpectrum.mapPiLocalization,1,True,0 |
| MaximalSpectrum.mk,3,True,0 |
| MeasCat,13,True,0 |
| MeasCat.of,2,False,-1 |
| Measurable,209,True,0 |
| MeasurableAdd,3,True,0 |
| MeasurableAdd₂,2,True,0 |
| MeasurableConstSMul,2,True,0 |
| MeasurableConstVAdd,2,True,0 |
| MeasurableDiv,4,True,0 |
| MeasurableDiv₂,3,True,0 |
| MeasurableEmbedding,71,True,0 |
| MeasurableEmbedding.equivRange,1,False,-1 |
| MeasurableEq,2,True,0 |
| MeasurableEquiv,174,True,0 |
| MeasurableEquiv.Set,5,True,0 |
| MeasurableEquiv.Simps,2,False,-1 |
| MeasurableEquiv.addLeft,1,False,-1 |
| MeasurableEquiv.inv,1,False,-1 |
| MeasurableEquiv.mk,3,True,0 |
| MeasurableEquiv.mulLeft,1,False,-1 |
| MeasurableEquiv.mulRight,1,False,-1 |
| MeasurableInf,3,True,0 |
| MeasurableInf₂,3,True,0 |
| MeasurableInv,2,True,0 |
| MeasurableMul,3,True,0 |
| MeasurableMul₂,3,True,0 |
| MeasurableNeg,2,True,0 |
| MeasurablePow,2,True,0 |
| MeasurableSMul,4,True,0 |
| MeasurableSMul₂,4,True,0 |
| MeasurableSet,113,True,0 |
| MeasurableSet.Subtype,15,True,0 |
| MeasurableSingletonClass,3,True,0 |
| MeasurableSpace,181,True,0 |
| MeasurableSpace.CountableOrCountablyGenerated,2,True,0 |
| MeasurableSpace.CountablyGenerated,4,True,0 |
| MeasurableSpace.CountablySeparated,4,True,0 |
| MeasurableSpace.DynkinSystem,42,True,0 |
| MeasurableSpace.GenerateMeasurable,10,True,0 |
| MeasurableSpace.MeasurableSingletonClass,1,True,0 |
| MeasurableSpace.SeparatesPoints,3,True,0 |
| MeasurableSpace.Subtype,2,False,-1 |
| MeasurableSpace.countablePartition,1,False,-1 |
| MeasurableSpace.countablePartitionSet,1,False,-1 |
| MeasurableSpace.generateMeasurableRec,1,True,0 |
| MeasurableSpace.mapNatBool,1,False,-1 |
| MeasurableSpace.mk,2,False,-1 |
| MeasurableSpace.natGeneratingSequence,1,False,-1 |
| MeasurableSub,3,True,0 |
| MeasurableSub₂,2,True,0 |
| MeasurableSup,3,True,0 |
| MeasurableSup₂,3,True,0 |
| MeasurableVAdd,3,True,0 |
| MeasurableVAdd₂,2,True,0 |
| Measure,16,True,0 |
| MeasureTheory,3306,True,0 |
| MeasureTheory.AEContinuous,1,True,0 |
| MeasureTheory.AECover,30,True,0 |
| MeasureTheory.AEDisjoint,23,True,0 |
| MeasureTheory.AEEqFun,169,True,0 |
| MeasureTheory.AEFinStronglyMeasurable,19,True,0 |
| MeasureTheory.AEMeasurable,2,True,0 |
| MeasureTheory.AEStronglyMeasurable,105,True,0 |
| MeasureTheory.Adapted,10,True,0 |
| MeasureTheory.Add,1,True,0 |
| MeasureTheory.AddContent,34,True,0 |
| MeasureTheory.AddQuotientMeasureEqMeasurePreimage,2,True,0 |
| MeasureTheory.AnalyticSet,7,True,0 |
| MeasureTheory.BorelCantelli,7,True,0 |
| MeasureTheory.BoundedContinuousFunction,4,True,0 |
| MeasureTheory.CompactSpace,1,True,0 |
| MeasureTheory.ComplexMeasure,20,True,0 |
| MeasureTheory.Conservative,18,True,0 |
| MeasureTheory.Content,54,True,0 |
| MeasureTheory.ContinuousMap,1,True,0 |
| MeasureTheory.ContinuousOn,1,False,-1 |
| MeasureTheory.ConvolutionExists,2,False,-1 |
| MeasureTheory.ConvolutionExistsAt,6,True,0 |
| MeasureTheory.DominatedFinMeasAdditive,10,True,0 |
| MeasureTheory.Egorov,15,True,0 |
| MeasureTheory.ExistsSeqTendstoAe,9,True,0 |
| MeasureTheory.Filtration,59,True,0 |
| MeasureTheory.FinMeasAdditive,9,True,0 |
| MeasureTheory.FinStronglyMeasurable,14,True,0 |
| MeasureTheory.FiniteMeasure,157,True,0 |
| MeasureTheory.GridLines,6,True,0 |
| MeasureTheory.HasAddFundamentalDomain,2,True,0 |
| MeasureTheory.HasFiniteIntegral,33,True,0 |
| MeasureTheory.HasFundamentalDomain,2,True,0 |
| MeasureTheory.HasPDF,10,True,0 |
| MeasureTheory.HaveLebesgueDecomposition,1,True,0 |
| MeasureTheory.Integrable,203,True,0 |
| MeasureTheory.IntegrableAtFilter,14,True,0 |
| MeasureTheory.IntegrableOn,47,True,0 |
| MeasureTheory.IsAddFundamentalDomain,4,True,0 |
| MeasureTheory.IsClosed,1,False,-1 |
| MeasureTheory.IsFiniteMeasure,7,True,0 |
| MeasureTheory.IsFiniteMeasureOnCompacts,5,True,0 |
| MeasureTheory.IsFundamentalDomain,59,True,0 |
| MeasureTheory.IsHahnDecomposition,5,True,0 |
| MeasureTheory.IsLocallyFiniteMeasure,4,True,0 |
| MeasureTheory.IsMulLeftInvariant,1,True,0 |
| MeasureTheory.IsPredictable,4,True,0 |
| MeasureTheory.IsProbabilityMeasure,5,True,0 |
| MeasureTheory.IsProjectiveLimit,6,True,0 |
| MeasureTheory.IsProjectiveMeasureFamily,5,True,0 |
| MeasureTheory.IsSeparable,2,True,0 |
| MeasureTheory.IsSetAlgebra,13,True,0 |
| MeasureTheory.IsSetRing,15,True,0 |
| MeasureTheory.IsSetSemiring,46,True,0 |
| MeasureTheory.IsStoppingTime,65,True,0 |
| MeasureTheory.IsTightMeasureSet,5,False,-1 |
| MeasureTheory.IsZeroOrProbabilityMeasure,3,True,0 |
| MeasureTheory.JordanDecomposition,38,True,0 |
| MeasureTheory.L1,139,True,0 |
| MeasureTheory.L2,14,True,0 |
| MeasureTheory.LevyProkhorov,29,True,0 |
| MeasureTheory.LipschitzWith,1,True,0 |
| MeasureTheory.LocallyIntegrable,20,True,0 |
| MeasureTheory.LocallyIntegrableOn,19,True,0 |
| MeasureTheory.Lp,247,True,0 |
| MeasureTheory.Martingale,28,True,0 |
| MeasureTheory.Measurable,2,False,-1 |
| MeasureTheory.MeasurableEquiv,1,False,-1 |
| MeasureTheory.MeasurablySeparable,1,True,0 |
| MeasureTheory.Measure,1632,True,0 |
| MeasureTheory.MeasurePreserving,66,True,0 |
| MeasureTheory.MeasureSpace,5,True,0 |
| MeasureTheory.MeasuredSets,6,False,-1 |
| MeasureTheory.MemLp,139,True,0 |
| MeasureTheory.NoAtoms,2,True,0 |
| MeasureTheory.NullMeasurable,9,True,0 |
| MeasureTheory.NullMeasurableSet,39,True,0 |
| MeasureTheory.NullMeasurableSpace,3,True,0 |
| MeasureTheory.OuterMeasure,226,True,0 |
| MeasureTheory.OuterMeasureClass,4,True,0 |
| MeasureTheory.Pi,2,False,-1 |
| MeasureTheory.PolishSpace,1,False,-1 |
| MeasureTheory.Predictable,1,True,0 |
| MeasureTheory.ProbabilityMeasure,92,True,0 |
| MeasureTheory.ProgMeasurable,10,True,0 |
| MeasureTheory.QuasiMeasurePreserving,5,True,0 |
| MeasureTheory.QuotientMeasureEqMeasurePreimage,9,True,0 |
| MeasureTheory.Restrict,2,True,0 |
| MeasureTheory.SFinite,2,True,0 |
| MeasureTheory.SMul,1,True,0 |
| MeasureTheory.SMulInvariantMeasure,6,True,0 |
| MeasureTheory.SNormLESNormFDerivOfEqConst,1,False,-1 |
| MeasureTheory.SeparableSpace,1,True,0 |
| MeasureTheory.SigmaFinite,9,True,0 |
| MeasureTheory.SigmaFiniteFiltration,2,True,0 |
| MeasureTheory.SignedMeasure,88,True,0 |
| MeasureTheory.SimpleFunc,375,True,0 |
| MeasureTheory.StronglyAdapted,21,True,0 |
| MeasureTheory.StronglyMeasurable,88,True,0 |
| MeasureTheory.Subgroup,2,True,0 |
| MeasureTheory.Submartingale,47,True,0 |
| MeasureTheory.Supermartingale,14,True,0 |
| MeasureTheory.TendstoInDistribution,9,True,0 |
| MeasureTheory.TendstoInMeasure,14,True,0 |
| MeasureTheory.UnifIntegrable,8,True,0 |
| MeasureTheory.UnifTight,6,True,0 |
| MeasureTheory.UniformIntegrable,12,True,0 |
| MeasureTheory.VAddInvariantMeasure,2,True,0 |
| MeasureTheory.VectorMeasure,163,True,0 |
| MeasureTheory.WithDensityᵥEq,1,True,0 |
| MeasureTheory.addEquivAddHaarChar,1,False,-1 |
| MeasureTheory.ae,1,True,0 |
| MeasureTheory.closedCompactCylinders,5,True,0 |
| MeasureTheory.condExp,1,True,0 |
| MeasureTheory.condExpInd,1,False,-1 |
| MeasureTheory.condExpIndL1,1,False,-1 |
| MeasureTheory.condExpIndL1Fin,1,False,-1 |
| MeasureTheory.condExpIndSMul,1,False,-1 |
| MeasureTheory.condExpL1,1,False,-1 |
| MeasureTheory.condExpL1CLM,1,False,-1 |
| MeasureTheory.condExpL2,1,False,-1 |
| MeasureTheory.diracProbaEquiv,1,False,-1 |
| MeasureTheory.distribHaarChar,1,False,-1 |
| MeasureTheory.eLpNormLESNormFDerivOfEqInnerConst,1,True,0 |
| MeasureTheory.eLpNormLESNormFDerivOfLeConst,1,True,0 |
| MeasureTheory.eLpNormLESNormFDerivOneConst,1,False,-1 |
| MeasureTheory.embeddingReal,1,False,-1 |
| MeasureTheory.filtrationOfSet,1,False,-1 |
| MeasureTheory.generateSetAlgebra,10,True,0 |
| MeasureTheory.indicatorConstLp,1,True,0 |
| MeasureTheory.inducedOuterMeasure,1,True,0 |
| MeasureTheory.lintegralPowLePowLIntegralFDerivConst,1,False,-1 |
| MeasureTheory.lmarginal,1,True,0 |
| MeasureTheory.lpMeas,3,True,0 |
| MeasureTheory.martingalePart,1,False,-1 |
| MeasureTheory.measurableCylinders,4,True,0 |
| MeasureTheory.mulEquivHaarChar,1,True,0 |
| MeasureTheory.pdf,31,False,-1 |
| MeasureTheory.piContent,1,False,-1 |
| MeasureTheory.predictablePart,1,True,0 |
| MeasureTheory.projectiveFamilyContent,1,False,-1 |
| MeasureTheory.setToFun,1,True,0 |
| MeasureTheory.sfiniteSeq,1,False,-1 |
| MeasureTheory.spanningSets,1,False,-1 |
| MeasureTheory.spanningSetsIndex,1,False,-1 |
| MeasureTheory.stoppedProcess,1,False,-1 |
| MeasureTheory.stoppedValue,1,False,-1 |
| MeasureTheory.sum,1,True,0 |
| MeasureTheory.upperCrossingTime,1,False,-1 |
| MeasureTheory.withDensitySMulLI,1,False,-1 |
| MellinConvergent,5,True,0 |
| MemHolder,16,True,0 |
| MemTrivializationAtlas,2,True,0 |
| Membership,4,True,0 |
| Membership.mem,7,True,0 |
| Memℓp,16,True,0 |
| Meromorphic,32,True,0 |
| Meromorphic.MeromorphicOn,2,False,-1 |
| MeromorphicAt,61,True,0 |
| MeromorphicNFAt,6,True,0 |
| MeromorphicNFOn,4,True,0 |
| MeromorphicOn,83,True,0 |
| MeromorphicOn.AnalyticOnNhd,1,False,-1 |
| MessageActionItem,3,True,0 |
| MessageActionItem.mk,2,False,-1 |
| MessageType,7,True,0 |
| MessageType.error,1,False,-1 |
| MessageType.info,1,False,-1 |
| MessageType.log,1,False,-1 |
| MessageType.warning,1,False,-1 |
| Metric,702,True,0 |
| Metric.AreSeparated,20,True,0 |
| Metric.IsCover,19,True,0 |
| Metric.IsSeparated,7,True,0 |
| Metric.NonemptyCompacts,2,True,0 |
| Metric.PiNatEmbed,37,True,0 |
| Metric.Sigma,11,True,0 |
| Metric.Snowflaking,84,True,0 |
| Metric.Sum,6,True,0 |
| Metric.sphere,5,True,0 |
| Metric.unitBall,12,True,0 |
| Metric.unitClosedBall,15,True,0 |
| Metric.unitSphere,12,True,0 |
| MetricSpace,21,True,0 |
| MetricSpace.mk,1,False,-1 |
| MetricSpace.ofT0PseudoMetricSpace,1,False,-1 |
| Min,6,True,0 |
| Minimal,18,True,0 |
| MinimalFor,9,True,0 |
| MixedCharZero,5,True,0 |
| Mod,4,True,0 |
| ModN,9,False,-1 |
| ModP,12,True,0 |
| ModelProd,2,True,0 |
| ModelWithCorners,121,True,0 |
| ModelWithCorners.Boundaryless,5,True,0 |
| ModelWithCorners.BoundarylessManifold,3,False,-1 |
| ModelWithCorners.Simps,2,False,-1 |
| ModelWithCorners.interior,1,False,-1 |
| ModelWithCorners.mk,3,False,-1 |
| Modular,1,False,-1 |
| ModularForm,109,True,0 |
| ModularForm.IsGLPos,2,True,0 |
| ModularForm.const,1,False,-1 |
| ModularForm.eisensteinSeries_MF,1,False,-1 |
| ModularForm.instModuleComplexOfHasDetOneFinOfNatNatReal,1,False,-1 |
| ModularForm.mk,2,False,-1 |
| ModularForm.norm,1,False,-1 |
| ModularForm.trace,1,False,-1 |
| ModularFormClass,34,True,0 |
| ModularGroup,73,True,0 |
| ModularGroup.lcRow0Extend,1,False,-1 |
| Module,473,True,0 |
| Module.AEval,24,True,0 |
| Module.AEval',4,True,0 |
| Module.Baer,44,True,0 |
| Module.Basis,520,True,0 |
| Module.DirectLimit,39,True,0 |
| Module.DirectedSystem,2,False,-1 |
| Module.Dual,27,True,0 |
| Module.DualBases,20,True,0 |
| Module.End,285,True,0 |
| Module.FaithfullyFlat,47,True,0 |
| Module.Finite,78,True,0 |
| Module.FinitePresentation,26,True,0 |
| Module.Flat,89,True,0 |
| Module.Free,41,True,0 |
| Module.Grassmannian,11,True,0 |
| Module.Injective,4,True,0 |
| Module.Invertible,57,True,0 |
| Module.IsLocalRing,2,True,0 |
| Module.IsNoetherian,1,True,0 |
| Module.IsPrincipal,1,True,0 |
| Module.IsReflexive,6,True,0 |
| Module.IsTorsionBy,4,True,0 |
| Module.IsTorsionBySet,8,True,0 |
| Module.IsTorsionFree,9,True,0 |
| Module.Oriented,3,True,0 |
| Module.Presentation,83,True,0 |
| Module.Projective,16,True,0 |
| Module.Quotient,1,True,0 |
| Module.Ray,17,True,0 |
| Module.Relations,127,True,0 |
| Module.RestrictScalars,2,False,-1 |
| Module.associatedPrimes,7,True,0 |
| Module.basisUnique,1,False,-1 |
| Module.compHom,5,True,0 |
| Module.evalEquiv,1,False,-1 |
| Module.fgSystem,4,True,0 |
| Module.finBasis,1,False,-1 |
| Module.finBasisOfFinrankEq,1,False,-1 |
| Module.reflection,1,False,-1 |
| Module.subsingletonEquiv,1,False,-1 |
| Module.toModuleEnd,1,False,-1 |
| ModuleCat,396,True,0 |
| ModuleCat.Algebra,6,True,0 |
| ModuleCat.AlternatingMap,4,False,-1 |
| ModuleCat.Basis,1,True,0 |
| ModuleCat.CoextendScalars,12,True,0 |
| ModuleCat.Derivation,7,True,5 |
| ModuleCat.ExtendRestrictScalarsAdj,15,True,0 |
| ModuleCat.ExtendScalars,8,True,0 |
| ModuleCat.FilteredColimits,25,True,0 |
| ModuleCat.FreeMonoidal,6,True,0 |
| ModuleCat.HasColimit,11,True,0 |
| ModuleCat.HasLimit,8,True,0 |
| ModuleCat.HasLimits,2,True,0 |
| ModuleCat.Hom,11,True,0 |
| ModuleCat.Iso,2,False,-1 |
| ModuleCat.MonModuleEquivalenceAlgebra,15,True,0 |
| ModuleCat.MonoidalCategory,36,True,0 |
| ModuleCat.RestrictScalars,2,True,0 |
| ModuleCat.RestrictionCoextensionAdj,9,True,0 |
| ModuleCat.Tilde,38,True,0 |
| ModuleCat.exteriorPower,20,False,-1 |
| ModuleCat.homMk,1,False,-1 |
| ModuleCat.image,4,True,0 |
| ModuleCat.localizedModule,1,False,-1 |
| ModuleCat.localizedModule_functor,1,False,-1 |
| ModuleCat.restrictScalars,3,False,-1 |
| ModuleCat.restrictScalarsComp',1,False,-1 |
| ModuleCat.restrictScalarsComp'App,1,False,-1 |
| ModuleCat.restrictScalarsId',1,False,-1 |
| ModuleCat.restrictScalarsId'App,1,False,-1 |
| ModuleCon,25,True,0 |
| ModuleCon.mk,2,False,-1 |
| ModuleFilterBasis,14,True,0 |
| ModuleFilterBasis.GroupFilterBasis,1,True,0 |
| ModuleFilterBasis.mk,2,False,-1 |
| ModuleTopology,4,True,0 |
| MonCat,70,True,0 |
| MonCat.Colimits,57,False,-1 |
| MonCat.FilteredColimits,24,True,0 |
| MonCat.HasLimits,4,True,0 |
| MonCat.Hom,6,True,0 |
| MonCat.mk,2,False,-1 |
| MonObj,24,False,-1 |
| MonTypeEquivalenceMon,3,True,0 |
| Monad,4,True,0 |
| MonadAttach,7,True,0 |
| MonadCont,5,True,0 |
| MonadCont.Label,5,True,0 |
| MonadControl,5,True,0 |
| MonadControlT,5,True,0 |
| MonadEval,3,True,0 |
| MonadEvalT,3,True,0 |
| MonadExcept,8,True,0 |
| MonadExceptOf,4,True,0 |
| MonadFinally,3,True,0 |
| MonadFunctor,3,True,0 |
| MonadFunctorT,3,True,0 |
| MonadLift,3,True,0 |
| MonadLiftT,3,True,0 |
| MonadReader,3,True,0 |
| MonadReaderOf,3,True,0 |
| MonadSatisfying,12,True,0 |
| MonadSatisfying.satisfying,1,False,-1 |
| MonadShareCommon,3,True,0 |
| MonadState,5,True,0 |
| MonadStateOf,5,True,0 |
| MonadWithReader,3,True,0 |
| MonadWithReaderOf,3,True,0 |
| MonadWriter,5,True,0 |
| MonadWriterAdapter,3,True,0 |
| Monoid,92,True,0 |
| Monoid.Coprod,105,True,0 |
| Monoid.CoprodI,148,True,0 |
| Monoid.End,9,True,0 |
| Monoid.ExponentExists,5,True,0 |
| Monoid.FG,2,True,0 |
| Monoid.Foldl,4,True,0 |
| Monoid.Foldr,4,True,0 |
| Monoid.IsTorsion,4,False,-1 |
| Monoid.PushoutI,95,True,0 |
| Monoid.foldlM,4,True,0 |
| Monoid.foldrM,4,True,0 |
| Monoid.mk,1,False,-1 |
| Monoid.toMulOneClass,1,False,-1 |
| MonoidAlgebra,297,True,0 |
| MonoidAlgebra.GroupSMul,2,True,0 |
| MonoidAlgebra.Submodule,3,True,0 |
| MonoidAlgebra.liftNCAlgHom,1,False,-1 |
| MonoidAlgebra.tensorEquiv,2,True,0 |
| MonoidHom,460,True,0 |
| MonoidHom.CompTriple,14,True,0 |
| MonoidHom.FixedPointFree,10,False,-1 |
| MonoidHom.codRestrict,1,False,-1 |
| MonoidHom.liftOfRightInverse,1,False,-1 |
| MonoidHom.liftOfRightInverseAux,1,False,-1 |
| MonoidHom.mk,3,True,0 |
| MonoidHom.mk',1,False,-1 |
| MonoidHom.mker,1,False,-1 |
| MonoidHom.mrange,1,True,0 |
| MonoidHom.noncommCoprod,1,False,-1 |
| MonoidHom.noncommPiCoprod,1,False,-1 |
| MonoidHom.ofInjective,1,False,-1 |
| MonoidHom.transfer,1,False,-1 |
| MonoidHom.transferCenterPow,1,False,-1 |
| MonoidHomClass,12,True,0 |
| MonoidHomClass.toMonoidHom,1,True,0 |
| MonoidWithZero,13,True,0 |
| MonoidWithZeroHom,116,True,0 |
| MonoidWithZeroHom.mk,3,True,0 |
| MonoidWithZeroHom.valueGroup,1,False,-1 |
| MonoidWithZeroHom.valueMonoid,1,False,-1 |
| MonoidWithZeroHomClass,12,True,0 |
| MonoidWithZeroHomClass.toMonoidWithZeroHom,1,False,-1 |
| MonomialOrder,163,True,0 |
| MonomialOrder.Monic,9,True,0 |
| MonomialOrder.degLex,1,False,-1 |
| MonomialOrder.lex,1,False,-1 |
| MonomialOrder.mk,2,False,-1 |
| MonomialOrder.reduce,1,False,-1 |
| Monotone,261,True,0 |
| Monotone.functor,1,False,-1 |
| MonotoneOn,108,True,0 |
| Monovary,52,True,0 |
| MonovaryOn,55,True,0 |
| MontelSpace,4,True,0 |
| MoritaEquivalence,9,True,0 |
| MoritaEquivalence.mk,2,False,-1 |
| Mul,9,True,0 |
| MulAction,320,True,0 |
| MulAction.BlockMem,4,True,0 |
| MulAction.IsBlock,44,True,0 |
| MulAction.IsBlockSystem,1,False,-1 |
| MulAction.IsFixedBlock,4,True,0 |
| MulAction.IsInvariantBlock,2,False,-1 |
| MulAction.IsMinimal,2,True,0 |
| MulAction.IsMultiplyPreprimitive,4,True,0 |
| MulAction.IsMultiplyPretransitive,2,True,0 |
| MulAction.IsPartition,1,False,-1 |
| MulAction.IsPreprimitive,17,True,0 |
| MulAction.IsPretransitive,11,True,0 |
| MulAction.IsQuasiPreprimitive,3,True,0 |
| MulAction.IsTopologicallyTransitive,2,True,0 |
| MulAction.IsTrivialBlock,5,True,0 |
| MulAction.IwasawaStructure,10,True,0 |
| MulAction.Quotient,4,True,0 |
| MulAction.QuotientAction,2,True,0 |
| MulAction.Regular,2,True,0 |
| MulAction.Supports,2,False,-1 |
| MulAction.aestabilizer,1,False,-1 |
| MulAction.ofFixingSubgroup,1,False,-1 |
| MulAction.orbit,3,True,0 |
| MulAction.orbitRel,16,True,0 |
| MulAction.quotient,1,False,-1 |
| MulAction.stabilizerEquivStabilizer,1,True,0 |
| MulActionHom,69,True,0 |
| MulActionHom.comp,1,False,-1 |
| MulActionHom.inverse',1,False,-1 |
| MulActionHom.mk,3,False,-1 |
| MulActionSemiHomClass,3,True,0 |
| MulActionWithZero,9,True,0 |
| MulAlgebraNorm,12,True,0 |
| MulAlgebraNorm.mk,2,False,-1 |
| MulAlgebraNormClass,4,True,0 |
| MulArchimedean,4,True,0 |
| MulArchimedeanClass,79,True,0 |
| MulArchimedeanClass.lift,1,False,-1 |
| MulArchimedeanOrder,16,True,0 |
| MulArchimedeanOrder.instPreorder,1,False,-1 |
| MulAut,32,True,0 |
| MulAut.conjNormal,1,False,-1 |
| MulChar,92,True,0 |
| MulChar.IsQuadratic,9,True,0 |
| MulChar.mk,3,False,-1 |
| MulChar.ofRootOfUnity,1,False,-1 |
| MulCharClass,3,True,0 |
| MulDissociated,3,False,-1 |
| MulDistribMulAction,19,True,0 |
| MulDivCancelClass,2,True,0 |
| MulEquiv,318,True,0 |
| MulEquiv.AddMonoid,2,False,-1 |
| MulEquiv.Monoid,2,False,-1 |
| MulEquiv.Simps,1,False,-1 |
| MulEquiv.mk,3,True,0 |
| MulEquiv.subgroupCongr,1,False,-1 |
| MulEquivClass,18,True,0 |
| MulEquivClass.toMulEquiv,1,True,0 |
| MulHom,105,True,0 |
| MulHom.inverse,1,False,-1 |
| MulHom.mk,3,False,-1 |
| MulHomClass,3,True,0 |
| MulHomClass.toMulHom,1,False,-1 |
| MulLEAddHomClass,2,True,0 |
| MulLECancellable,13,True,0 |
| MulLeftMono,2,True,0 |
| MulLeftStrictMono,3,False,-1 |
| MulMemClass,18,True,0 |
| MulMemClass.mul,1,False,-1 |
| MulMemClass.toCommSemigroup,1,False,-1 |
| MulMemClass.toSemigroup,1,False,-1 |
| MulOne,6,True,0 |
| MulOne.toOne,1,False,-1 |
| MulOneClass,7,True,0 |
| MulOneClass.toMulOne,1,False,-1 |
| MulOpposite,305,True,0 |
| MulPosMono,7,True,0 |
| MulPosReflectLE,6,True,0 |
| MulPosReflectLT,7,True,0 |
| MulPosStrictMono,6,True,0 |
| MulRightMono,2,True,0 |
| MulRightStrictMono,3,False,-1 |
| MulRingNorm,18,True,0 |
| MulRingNorm.mk,2,False,-1 |
| MulRingNorm.mulRingNormEquivAbsoluteValue,1,False,-1 |
| MulRingNormClass,5,True,0 |
| MulRingSeminorm,14,True,0 |
| MulRingSeminorm.mk,2,False,-1 |
| MulRingSeminormClass,5,True,0 |
| MulSemiringAction,32,True,0 |
| MulSemiringAction.toAlgAut,1,False,-1 |
| MulSemiringAction.toAlgEquiv,1,False,-1 |
| MulSemiringAction.toAlgHom,1,False,-1 |
| MulSemiringActionHom,33,True,0 |
| MulSemiringActionHom.mk,2,False,-1 |
| MulSemiringActionHomClass,1,True,0 |
| MulSemiringActionSemiHomClass,4,True,0 |
| MulZeroClass,9,True,0 |
| MulZeroMemClass,3,False,-1 |
| MulZeroOneClass,7,True,0 |
| MultilinearMap,265,True,0 |
| MultilinearMap.codRestrict,1,False,-1 |
| MultilinearMap.constOfIsEmpty,1,False,-1 |
| MultilinearMap.fromDirectSumEquiv,1,False,-1 |
| MultilinearMap.instDistribMulActionOfSMulCommClass,1,False,-1 |
| MultilinearMap.instModule,1,False,-1 |
| MultilinearMap.instSMul,1,False,-1 |
| MultilinearMap.mk,2,True,0 |
| MultilinearMap.mk',1,False,-1 |
| MultilinearMap.mkContinuous,1,False,-1 |
| MultilinearMap.mkContinuousMultilinear,1,True,0 |
| MultilinearMap.ofSubsingleton,1,False,-1 |
| MultilinearMap.toLinearMap,1,False,-1 |
| Multipliable,93,True,0 |
| MultipliableLocallyUniformly,4,True,0 |
| MultipliableLocallyUniformlyOn,5,True,0 |
| MultipliableUniformly,4,True,0 |
| MultipliableUniformlyOn,4,True,0 |
| Multiplicative,85,True,0 |
| Multiset,1354,True,0 |
| Multiset.Aesop,1,False,-1 |
| Multiset.Disjoint,3,False,-1 |
| Multiset.IsDershowitzMannaLT,1,False,-1 |
| Multiset.Le,1,True,0 |
| Multiset.Nat,17,True,0 |
| Multiset.Nodup,35,True,0 |
| Multiset.NodupKeys,2,True,0 |
| Multiset.Pairwise,1,False,-1 |
| Multiset.Pi,12,True,0 |
| Multiset.Rel,10,True,0 |
| Multiset.Subset,6,True,0 |
| Multiset.Subtype,1,True,0 |
| Multiset.ToType,1,False,-1 |
| Multiset.cast,1,False,-1 |
| Multiset.count,1,True,0 |
| Multiset.countP,1,False,-1 |
| Multiset.filter,1,True,0 |
| Multiset.fold,1,True,0 |
| Multiset.foldl,1,True,0 |
| Multiset.foldr,1,True,0 |
| Multiset.instCoeSortMultisetType,1,False,-1 |
| Multiset.multinomial,1,True,0 |
| Multiset.noncommFold,1,False,-1 |
| Multiset.noncommFoldr,1,False,-1 |
| Multiset.noncommProd,1,True,0 |
| Multiset.noncommSum,1,False,-1 |
| Multiset.pmap,1,True,0 |
| Multiset.recOn,1,False,-1 |
| Multiset.sort,1,True,0 |
| Multiset.strongDownwardInduction,1,False,-1 |
| Multiset.strongInductionOn,1,False,-1 |
| Multiset.traverse,1,False,-1 |
| MvFunctor,18,True,0 |
| MvPFunctor,58,True,0 |
| MvPFunctor.M,31,True,0 |
| MvPFunctor.Obj,1,True,0 |
| MvPFunctor.WPath,11,True,0 |
| MvPFunctor.comp,5,False,-1 |
| MvPFunctor.const,5,False,-1 |
| MvPFunctor.mk,2,False,-1 |
| MvPolynomial,1246,True,0 |
| MvPolynomial.DirectSum,3,True,0 |
| MvPolynomial.HomogeneousSubmodule,1,False,-1 |
| MvPolynomial.IsHomogeneous,27,True,0 |
| MvPolynomial.IsPrime,1,False,-1 |
| MvPolynomial.IsSymmetric,11,True,0 |
| MvPolynomial.IsWeightedHomogeneous,14,True,0 |
| MvPolynomial.WeightedHomogeneousSubmodule,1,True,0 |
| MvPolynomial.coeToMvPowerSeries,4,True,0 |
| MvPolynomial.decomposition,2,False,-1 |
| MvPolynomial.esymmAlgEquiv,1,False,-1 |
| MvPolynomial.isEmptyAlgEquiv,1,False,-1 |
| MvPolynomial.isEmptyRingEquiv,1,False,-1 |
| MvPolynomial.killCompl,1,False,-1 |
| MvPolynomial.mkDerivation,1,False,-1 |
| MvPolynomial.restrictSupportIdeal,1,True,0 |
| MvPolynomial.universalFactorizationMap,1,False,-1 |
| MvPolynomial.weightedDecomposition,2,False,-1 |
| MvPowerSeries,372,True,0 |
| MvPowerSeries.HasEval,11,True,0 |
| MvPowerSeries.HasSubst,14,True,0 |
| MvPowerSeries.IsHomogeneous,3,False,-1 |
| MvPowerSeries.IsWeightedHomogeneous,3,True,0 |
| MvPowerSeries.LinearTopology,9,True,0 |
| MvPowerSeries.WithPiTopology,35,True,0 |
| MvPowerSeries.aeval,1,True,0 |
| MvPowerSeries.eval₂Hom,1,False,-1 |
| MvPowerSeries.expand,1,True,0 |
| MvPowerSeries.inv,2,True,0 |
| MvPowerSeries.lexOrder,1,True,0 |
| MvPowerSeries.map,1,False,-1 |
| MvPowerSeries.substAlgHom,1,True,0 |
| MvPowerSeries.toSubring,1,False,-1 |
| MvQPF,59,True,0 |
| MvQPF.Cofix,22,True,0 |
| MvQPF.Comp,11,False,-1 |
| MvQPF.Const,10,False,-1 |
| MvQPF.Fix,13,True,0 |
| MvQPF.Pi,6,False,-1 |
| MvQPF.Prj,7,False,-1 |
| MvQPF.Quot1,3,True,0 |
| MvQPF.Sigma,6,False,-1 |
| MvQPF.WEquiv,8,True,0 |
| MvQPF.wEquiv,3,True,0 |
| MvRatFunc,1,True,0 |
| NE.ne,2,False,-1 |
| NFA,59,True,0 |
| NFA.Path,12,True,0 |
| NFA.mk,2,False,-1 |
| NNDist,3,True,0 |
| NNNorm,4,True,0 |
| NNRat,220,True,0 |
| NNRat.Nonneg,1,False,-1 |
| NNRatCast,7,True,0 |
| NNReal,520,True,0 |
| NNReal.ContinuousMap,1,True,0 |
| NNReal.GCongr,1,True,0 |
| NNReal.HolderConjugate,18,True,0 |
| NNReal.HolderTriple,34,True,0 |
| NNReal.instContinuousMap,1,True,0 |
| NNReal.instContinuousMapZero,1,True,0 |
| NNReal.orderIsoRpow,1,True,0 |
| NNRealRMK,9,False,-1 |
| NNRealRMK.rieszMeasure,1,False,-1 |
| NONote,26,False,-1 |
| Nat,4548,True,0 |
| Nat.Abundant,2,False,-1 |
| Nat.AtLeastTwo,6,True,0 |
| Nat.Coprime,51,True,0 |
| Nat.CountSet,1,True,0 |
| Nat.Dvd,2,False,-1 |
| Nat.EqResult,11,True,0 |
| Nat.Even,1,True,0 |
| Nat.Linear,122,True,0 |
| Nat.ModEq,70,True,0 |
| Nat.Nat,1,False,-1 |
| Nat.Odd,4,True,0 |
| Nat.Partition,61,True,0 |
| Nat.Partrec,111,True,0 |
| Nat.Partrec',28,True,0 |
| Nat.Perfect,1,True,0 |
| Nat.Prime,102,True,0 |
| Nat.Primes,18,True,0 |
| Nat.Primrec,29,True,0 |
| Nat.Primrec',40,True,0 |
| Nat.SOM,39,False,-1 |
| Nat.Simproc,20,True,0 |
| Nat.Squarefree,1,False,-1 |
| Nat.Subtype,20,True,0 |
| Nat.ToInt,18,False,-1 |
| Nat.Upto,5,True,0 |
| Nat.WithBot,10,True,0 |
| Nat.ascFactorial,1,False,-1 |
| Nat.ascFactorialBinary,5,True,0 |
| Nat.bell,1,False,-1 |
| Nat.beq,1,False,-1 |
| Nat.binCast,1,False,-1 |
| Nat.binaryRec,1,True,0 |
| Nat.bisect,2,False,-1 |
| Nat.boddDiv2,1,False,-1 |
| Nat.brecOn,2,True,0 |
| Nat.castEmbedding,1,False,-1 |
| Nat.castOrderEmbedding,1,False,-1 |
| Nat.chineseRemainder,1,False,-1 |
| Nat.chineseRemainderOfFinset,1,False,-1 |
| Nat.chineseRemainderOfList,2,False,-1 |
| Nat.chineseRemainderOfMultiset,1,False,-1 |
| Nat.choose,1,False,-1 |
| Nat.clog,5,True,0 |
| Nat.count,1,True,0 |
| Nat.descFactorial,1,False,-1 |
| Nat.digits,1,True,0 |
| Nat.digitsAux,2,False,-1 |
| Nat.dist,1,False,-1 |
| Nat.div,5,True,0 |
| Nat.divExact,1,False,-1 |
| Nat.divModEquiv,1,False,-1 |
| Nat.doubleFactorial,1,False,-1 |
| Nat.equivProdNatFactoredNumbers,1,False,-1 |
| Nat.factoredNumbers,1,True,0 |
| Nat.factorial,1,False,-1 |
| Nat.factorialBinarySplitting,2,False,-1 |
| Nat.find,1,True,0 |
| Nat.findGreatest,2,True,0 |
| Nat.gcd,1,True,0 |
| Nat.instDecidableEqPartition,1,True,0 |
| Nat.iterate,1,False,-1 |
| Nat.largeSchroder,1,False,-1 |
| Nat.lcm,1,True,0 |
| Nat.le,8,True,0 |
| Nat.leRec,1,False,-1 |
| Nat.leRecOn,1,False,-1 |
| Nat.log,9,True,0 |
| Nat.lt,2,False,-1 |
| Nat.maxPowDiv,10,True,0 |
| Nat.minFacAux,1,False,-1 |
| Nat.minSqFacAux,1,False,-1 |
| Nat.mod,1,True,0 |
| Nat.modCore,3,True,0 |
| Nat.monoid,1,False,-1 |
| Nat.multichoose,1,False,-1 |
| Nat.nthRoot,3,True,0 |
| Nat.ofDigits,1,False,-1 |
| Nat.pincerRecursion,1,False,-1 |
| Nat.primeFactorsList,1,False,-1 |
| Nat.psub,1,False,-1 |
| Nat.rec,1,False,-1 |
| Nat.recDiag,2,True,0 |
| Nat.repeat,1,False,-1 |
| Nat.shiftLeft',1,False,-1 |
| Nat.sqrt,4,True,0 |
| Nat.stirlingFirst,1,False,-1 |
| Nat.stirlingSecond,1,False,-1 |
| Nat.strongRec,1,True,0 |
| Nat.strongRecMeasure,1,False,-1 |
| Nat.strongSubRecursion,1,False,-1 |
| Nat.sub,1,False,-1 |
| Nat.succ,1,True,0 |
| Nat.superFactorial,1,False,-1 |
| Nat.unaryCast,1,False,-1 |
| Nat.zeckendorf,2,True,0 |
| NatCast,3,True,0 |
| NatOrdinal,46,True,0 |
| NatPow,3,True,0 |
| NatPowAssoc,4,True,0 |
| Ne,27,True,0 |
| NeZero,27,True,0 |
| Neg,3,True,0 |
| NegMemClass,2,True,0 |
| NegMemClass.neg,1,False,-1 |
| NegPart,3,True,0 |
| NegZeroClass,5,True,0 |
| Nimber,89,True,0 |
| Nimber.add,1,False,-1 |
| Nimber.invAux,1,False,-1 |
| Nimber.invSet,1,False,-1 |
| Nimber.mul,1,False,-1 |
| NoBotOrder,4,True,0 |
| NoMaxOrder,3,True,0 |
| NoMinOrder,4,True,0 |
| NoTopOrder,3,True,0 |
| NoZeroDivisors,7,True,0 |
| NoZeroSMulDivisors,5,True,0 |
| NoetherNormalization,1,False,-1 |
| NoetherianSpace,1,False,-1 |
| NonAssocCommRing,6,True,0 |
| NonAssocCommSemiring,5,True,0 |
| NonAssocRing,18,True,0 |
| NonAssocSemiring,14,True,0 |
| NonLindelofSpace,2,True,0 |
| NonScalar,3,True,0 |
| NonScalar.mk,2,False,-1 |
| NonUnitalAlgEquivClass,3,True,0 |
| NonUnitalAlgHom,99,True,0 |
| NonUnitalAlgHom.Simps,1,False,-1 |
| NonUnitalAlgHom.comp,1,False,-1 |
| NonUnitalAlgHom.equalizer,1,False,-1 |
| NonUnitalAlgHom.mk,3,False,-1 |
| NonUnitalAlgHom.range,1,False,-1 |
| NonUnitalAlgHomClass,7,True,0 |
| NonUnitalAlgHomClass.toNonUnitalAlgHom,1,False,-1 |
| NonUnitalAlgSemiHomClass,3,True,0 |
| NonUnitalAlgebra,65,True,0 |
| NonUnitalAlgebra.adjoin,1,True,0 |
| NonUnitalAlgebra.elemental,10,False,-1 |
| NonUnitalAlgebra.instCompleteLatticeNonUnitalSubalgebra,1,False,-1 |
| NonUnitalCStarAlgebra,10,True,0 |
| NonUnitalCommCStarAlgebra,11,True,0 |
| NonUnitalCommRing,9,True,0 |
| NonUnitalCommSemiring,9,True,0 |
| NonUnitalContinuousFunctionalCalculus,6,True,0 |
| NonUnitalIsometricContinuousFunctionalCalculus,10,True,0 |
| NonUnitalNonAssocCommRing,8,True,0 |
| NonUnitalNonAssocCommSemiring,9,True,0 |
| NonUnitalNonAssocRing,14,True,0 |
| NonUnitalNonAssocSemiring,17,True,0 |
| NonUnitalNonAssocSemiring.mk,1,False,-1 |
| NonUnitalNormedCommRing,7,True,0 |
| NonUnitalNormedRing,10,True,0 |
| NonUnitalRing,10,True,0 |
| NonUnitalRingHom,109,True,0 |
| NonUnitalRingHom.mk,2,False,-1 |
| NonUnitalRingHom.srange,1,False,-1 |
| NonUnitalRingHomClass,4,True,0 |
| NonUnitalRingHomClass.toNonUnitalRingHom,1,False,-1 |
| NonUnitalSeminormedCommRing,6,True,0 |
| NonUnitalSeminormedRing,13,True,0 |
| NonUnitalSemiring,8,True,0 |
| NonUnitalStarAlgHom,86,True,0 |
| NonUnitalStarAlgHom.mk,3,False,-1 |
| NonUnitalStarAlgHom.range,1,False,-1 |
| NonUnitalStarAlgHom.restrictScalars,1,False,-1 |
| NonUnitalStarAlgHomClass,5,True,0 |
| NonUnitalStarAlgHomClass.toNonUnitalStarAlgHom,1,False,-1 |
| NonUnitalStarAlgebra,56,True,0 |
| NonUnitalStarAlgebra.adjoin,1,True,0 |
| NonUnitalStarAlgebra.elemental,11,False,-1 |
| NonUnitalStarAlgebra.instCompleteLatticeNonUnitalStarSubalgebra,1,False,-1 |
| NonUnitalStarRingHom,33,True,0 |
| NonUnitalStarRingHom.Simps,1,False,-1 |
| NonUnitalStarRingHom.mk,2,False,-1 |
| NonUnitalStarRingHomClass,4,True,0 |
| NonUnitalStarSubalgebra,124,True,0 |
| NonUnitalStarSubalgebra.centralizer,1,False,-1 |
| NonUnitalStarSubalgebra.iSupLift,1,False,-1 |
| NonUnitalStarSubalgebra.inclusion,1,False,-1 |
| NonUnitalStarSubalgebra.map,1,False,-1 |
| NonUnitalStarSubalgebra.mk,2,False,-1 |
| NonUnitalStarSubalgebra.unitization,1,False,-1 |
| NonUnitalStarSubalgebraClass,4,True,0 |
| NonUnitalStarSubsemiring,15,True,0 |
| NonUnitalStarSubsemiring.mk,2,False,-1 |
| NonUnitalSubalgebra,150,True,0 |
| NonUnitalSubalgebra.center,2,True,0 |
| NonUnitalSubalgebra.centralizer,1,False,-1 |
| NonUnitalSubalgebra.iSupLift,1,False,-1 |
| NonUnitalSubalgebra.inclusion,1,False,-1 |
| NonUnitalSubalgebra.instInvolutiveStar,1,False,-1 |
| NonUnitalSubalgebra.map,1,False,-1 |
| NonUnitalSubalgebra.mk,2,False,-1 |
| NonUnitalSubalgebraClass,6,True,0 |
| NonUnitalSubring,168,True,0 |
| NonUnitalSubring.center,1,True,0 |
| NonUnitalSubring.comap,1,False,-1 |
| NonUnitalSubring.map,1,True,0 |
| NonUnitalSubring.mk,2,False,-1 |
| NonUnitalSubring.mk',1,False,-1 |
| NonUnitalSubringClass,11,True,0 |
| NonUnitalSubringClass.toNonUnitalCommRing,1,False,-1 |
| NonUnitalSubringClass.toNonUnitalRing,1,False,-1 |
| NonUnitalSubsemiring,163,True,0 |
| NonUnitalSubsemiring.center,1,True,0 |
| NonUnitalSubsemiring.comap,1,False,-1 |
| NonUnitalSubsemiring.copy,1,False,-1 |
| NonUnitalSubsemiring.map,1,True,0 |
| NonUnitalSubsemiring.mk,2,False,-1 |
| NonUnitalSubsemiring.mk',1,False,-1 |
| NonUnitalSubsemiringClass,12,True,0 |
| NonUnitalSubsemiringClass.toNonUnitalNonAssocSemiring,1,False,-1 |
| NonUnitalSubsemiringClass.toNonUnitalSemiring,1,False,-1 |
| NonarchAddGroupNorm,21,True,0 |
| NonarchAddGroupNorm.mk,2,False,-1 |
| NonarchAddGroupNormClass,4,True,0 |
| NonarchAddGroupSeminorm,36,True,0 |
| NonarchAddGroupSeminorm.mk,3,False,-1 |
| NonarchAddGroupSeminormClass,5,True,0 |
| NonarchimedeanAddGroup,3,True,0 |
| NonarchimedeanGroup,12,True,0 |
| NonarchimedeanGroup.Prod,1,False,-1 |
| NonarchimedeanHomClass,2,True,0 |
| NonarchimedeanRing,7,True,0 |
| NoncompactSpace,2,True,0 |
| Nondet,27,True,0 |
| Nondet.mk,2,False,-1 |
| Nonempty,10,True,0 |
| Nonempty.some,1,False,-1 |
| NonemptyChain,7,True,0 |
| NonemptyChain.mk,2,False,-1 |
| NonemptyCompacts,1,True,0 |
| NonemptyCompacts.kuratowskiEmbedding,1,False,-1 |
| NonemptyFinLinOrd,35,True,0 |
| NonemptyFinLinOrd.Iso,3,True,0 |
| NonemptyFinLinOrd.mk,2,False,-1 |
| NonemptyInterval,136,True,0 |
| NonemptyInterval.mk,3,False,-1 |
| NonemptyInterval.subtractionCommMonoid,1,False,-1 |
| NonemptyType,1,True,0 |
| Nonneg,110,True,0 |
| Nonneg.add,1,False,-1 |
| Nonneg.addCommMonoid,1,False,-1 |
| Nonneg.addMonoid,1,False,-1 |
| Nonneg.addMonoidWithOne,1,False,-1 |
| Nonneg.commSemiring,1,False,-1 |
| Nonneg.instNNRatCast,1,False,-1 |
| Nonneg.monoidWithZero,1,False,-1 |
| Nonneg.mul,1,False,-1 |
| Nonneg.natCast,1,False,-1 |
| Nonneg.semiring,1,False,-1 |
| Nonneg.unitsEquivPos,1,False,-1 |
| NonnegHomClass,2,True,0 |
| NonnegSpectrumClass,5,True,0 |
| Nontrivial,5,True,0 |
| NontrivialTopology,8,True,0 |
| NontriviallyNormedField,7,True,0 |
| Norm,3,True,0 |
| NormMulClass,8,True,0 |
| NormOneClass,4,True,0 |
| NormSMulClass,4,True,0 |
| Normal,15,True,0 |
| NormalSpace,6,True,0 |
| NormalizationMonoid,7,True,0 |
| NormalizationMonoid.mk,1,False,-1 |
| NormalizationMonoid.ofUniqueUnits,1,False,-1 |
| NormalizedGCDMonoid,6,True,0 |
| NormedAddCommGroup,22,True,0 |
| NormedAddGroup,6,True,0 |
| NormedAddGroupHom,146,True,0 |
| NormedAddGroupHom.Equalizer,19,False,-1 |
| NormedAddGroupHom.IsQuotient,5,True,0 |
| NormedAddGroupHom.NormNoninc,5,True,0 |
| NormedAddGroupHom.SurjectiveOnWith,3,True,0 |
| NormedAddGroupHom.ker,4,True,0 |
| NormedAddGroupHom.lift,1,False,-1 |
| NormedAddGroupHom.mk,2,False,-1 |
| NormedAddTorsor,6,True,0 |
| NormedAlgebra,11,True,0 |
| NormedAlgebra.Complex,3,False,-1 |
| NormedAlgebra.Real,2,False,-1 |
| NormedCommGroup,19,True,0 |
| NormedCommRing,8,True,0 |
| NormedDivisionRing,18,True,0 |
| NormedField,47,True,0 |
| NormedField.mk,1,False,-1 |
| NormedField.toValued,1,False,-1 |
| NormedField.valuation,1,False,-1 |
| NormedGroup,14,True,0 |
| NormedRing,27,True,0 |
| NormedRing.algEquivComplexOfComplete,1,False,-1 |
| NormedSpace,160,True,0 |
| NormedSpace.Core,3,True,0 |
| NormedSpace.Dual,7,False,-1 |
| NormedSpace.exp,1,True,0 |
| NormedSpace.expSeries,1,False,-1 |
| NormedSpace.toModule,1,False,-1 |
| NormedStarGroup,3,True,0 |
| Not,5,True,0 |
| Nucleus,57,True,0 |
| Nucleus.Simps,1,False,-1 |
| Nucleus.mk,2,False,-1 |
| Nucleus.range,1,True,0 |
| NucleusClass,4,True,0 |
| Num,157,True,0 |
| Num.gcdAux,1,False,-1 |
| Num.pos,2,False,-1 |
| Num.zero,1,False,-1 |
| NumberField,137,True,0 |
| NumberField.AdeleRing,9,False,-1 |
| NumberField.CMExtension,5,True,0 |
| NumberField.ComplexEmbedding,41,True,0 |
| NumberField.Embeddings,10,True,0 |
| NumberField.FinitePlace,30,True,0 |
| NumberField.Ideal,12,True,0 |
| NumberField.InfiniteAdeleRing,12,False,-1 |
| NumberField.InfinitePlace,189,True,0 |
| NumberField.IsCMField,59,True,0 |
| NumberField.IsFinitePlace,1,False,-1 |
| NumberField.IsTotallyComplex,6,True,0 |
| NumberField.IsTotallyReal,10,True,0 |
| NumberField.RingOfIntegers,82,True,0 |
| NumberField.Units,111,True,0 |
| NumberField.basisMatrix,1,False,-1 |
| NumberField.canonicalEmbedding,11,True,0 |
| NumberField.discr,1,False,-1 |
| NumberField.hermiteTheorem,8,True,0 |
| NumberField.house,3,False,-1 |
| NumberField.instAdmissibleAbsValues,1,False,-1 |
| NumberField.mixedEmbedding,411,True,0 |
| NumberField.multisetInfinitePlace,1,False,-1 |
| NumberField.place,1,False,-1 |
| Numbering,8,True,4 |
| Numbering.IsPrefix,1,True,4 |
| NzsNum,11,True,0 |
| NzsNum.bit,2,False,-1 |
| NzsNum.brecOn,2,False,-1 |
| NzsNum.msb,2,False,-1 |
| ODE,11,True,0 |
| ODE.FunSpace,39,True,0 |
| ONote,111,True,0 |
| ONote.NF,13,True,0 |
| ONote.NFBelow,12,True,0 |
| ONote.add,1,False,-1 |
| ONote.brecOn,2,True,0 |
| ONote.cmp,1,False,-1 |
| ONote.fastGrowing,1,False,-1 |
| ONote.fundamentalSequence,1,False,-1 |
| ONote.mul,1,False,-1 |
| ONote.oadd,1,False,-1 |
| ONote.opowAux,1,False,-1 |
| ONote.repr,1,True,0 |
| ONote.scale,1,False,-1 |
| ONote.split,1,False,-1 |
| ONote.split',1,False,-1 |
| ONote.sub,1,False,-1 |
| Odd,52,True,0 |
| OfNat,8,True,0 |
| OfNat.ofNat,1,False,-1 |
| OfScientific,3,True,0 |
| OmegaCompletePartialOrder,23,True,0 |
| OmegaCompletePartialOrder.Chain,25,True,0 |
| OmegaCompletePartialOrder.ContinuousHom,56,True,0 |
| OmegaCompletePartialOrder.OrderHom,4,True,0 |
| OmegaCompletePartialOrder.fixedPoints,5,False,-1 |
| OmegaCompletePartialOrder.ωScottContinuous,12,True,0 |
| One,8,True,0 |
| One.toOfNat1,1,False,-1 |
| OneHom,60,True,0 |
| OneHom.mk,3,True,0 |
| OneHomClass,4,True,0 |
| OneLePart,3,True,0 |
| OneMemClass,6,True,0 |
| OneMemClass.one,1,False,-1 |
| OneOneEquiv,8,True,0 |
| OneOneReducible,7,True,0 |
| OnePoint,120,True,0 |
| OnePoint.IsBoundedAt,2,True,0 |
| OnePoint.IsZeroAt,2,True,0 |
| OpenAddSubgroup,5,True,0 |
| OpenAddSubgroup.mk,2,False,-1 |
| OpenNormalAddSubgroup,7,True,0 |
| OpenNormalAddSubgroup.mk,2,False,-1 |
| OpenNormalSubgroup,21,True,0 |
| OpenNormalSubgroup.mk,2,False,-1 |
| OpenPartialHomeomorph,349,True,0 |
| OpenPartialHomeomorph.EqOnSource,7,True,0 |
| OpenPartialHomeomorph.IsImage,40,True,0 |
| OpenPartialHomeomorph.MDifferentiable,13,True,0 |
| OpenPartialHomeomorph.Set,1,True,0 |
| OpenPartialHomeomorph.Simps,2,False,-1 |
| OpenPartialHomeomorph.const,1,False,-1 |
| OpenPartialHomeomorph.lift_openEmbedding,1,True,0 |
| OpenPartialHomeomorph.mk,3,True,0 |
| OpenPartialHomeomorph.ofSet,1,True,0 |
| OpenPartialHomeomorph.pi,1,False,-1 |
| OpenPartialHomeomorph.piecewise,1,False,-1 |
| OpenPartialHomeomorph.restrOpen,1,False,-1 |
| OpenPartialHomeomorph.subtypeRestr,1,False,-1 |
| OpenPartialHomeomorph.trans',1,False,-1 |
| OpenPartialHomeomorph.unitBallBall,1,False,-1 |
| OpenSubgroup,47,True,0 |
| OpenSubgroup.mk,2,False,-1 |
| Opens,12,True,0 |
| OpensMeasurableSpace,4,True,0 |
| Opposite,21,True,0 |
| Opposite.op,2,True,0 |
| Option,803,True,0 |
| Option.Mem,1,False,-1 |
| Option.Option,1,False,-1 |
| Option.Rel,2,True,0 |
| Option.SomeLtNone,3,False,-1 |
| Option.attachWith,1,True,0 |
| Option.get,2,True,0 |
| Option.instBEq,1,True,0 |
| Option.map,1,True,0 |
| Option.none,1,False,-1 |
| Option.pmap,2,False,-1 |
| Option.some,2,True,0 |
| OptionT,55,True,0 |
| Or,19,True,0 |
| Or.by_cases,1,False,-1 |
| OrElse,4,True,0 |
| OrOp,4,True,0 |
| Ord,13,True,0 |
| Order,397,True,0 |
| Order.Cofinal,11,True,0 |
| Order.Coframe,20,True,0 |
| Order.Frame,20,True,0 |
| Order.Ideal,108,True,0 |
| Order.IsIdeal,5,True,0 |
| Order.IsMax,1,False,-1 |
| Order.IsMin,1,False,-1 |
| Order.IsNormal,18,True,0 |
| Order.IsOfFiniteCharacter,1,False,-1 |
| Order.IsPFilter,2,True,0 |
| Order.IsPredLimit,7,False,-1 |
| Order.IsPredPrelimit,8,True,0 |
| Order.IsSuccLimit,20,True,0 |
| Order.IsSuccPrelimit,19,True,0 |
| Order.KrullDimLE,3,True,0 |
| Order.LTSeries,1,True,0 |
| Order.PFilter,33,True,0 |
| Order.PartialIso,8,True,0 |
| Order.Preimage,13,True,0 |
| Order.sequenceOfCofinals,2,True,0 |
| OrderAddMonoidHom,12,True,0 |
| OrderAddMonoidHom.mk,3,False,-1 |
| OrderAddMonoidIso,11,True,0 |
| OrderAddMonoidIso.mk,3,False,-1 |
| OrderBot,11,True,0 |
| OrderBot.copy,1,False,-1 |
| OrderClosedTopology,3,True,0 |
| OrderDual,181,True,0 |
| OrderDual.Ord,1,False,-1 |
| OrderDual.Preorder,1,True,0 |
| OrderDual.instLinearOrder,1,False,-1 |
| OrderDual.instPartialOrder,1,False,-1 |
| OrderEmbedding,106,True,0 |
| OrderEmbedding.ofIsEmpty,1,False,-1 |
| OrderEmbedding.ofMapLEIff,1,True,0 |
| OrderEmbedding.ofStrictMono,1,True,0 |
| OrderHom,174,True,0 |
| OrderHom.Simps,1,False,-1 |
| OrderHom.Subtype,2,True,0 |
| OrderHom.copy,1,False,-1 |
| OrderHom.mk,3,True,0 |
| OrderHomClass,13,True,0 |
| OrderHomClass.toLatticeHom,1,False,-1 |
| OrderHomClass.toOrderHom,1,False,-1 |
| OrderIso,381,True,0 |
| OrderIso.GCongr,2,True,0 |
| OrderIso.Set,1,True,0 |
| OrderIso.addRight,1,False,-1 |
| OrderIso.infIrredUpperSet,1,False,-1 |
| OrderIso.mulRight₀,1,False,-1 |
| OrderIso.ofHomInv,1,False,-1 |
| OrderIso.setCongr,1,False,-1 |
| OrderIso.supIrredLowerSet,1,False,-1 |
| OrderIsoClass,21,True,0 |
| OrderIsoClass.toOrderIso,1,False,-1 |
| OrderMonoidHom,69,True,0 |
| OrderMonoidHom.mk,2,False,-1 |
| OrderMonoidHomClass,1,True,0 |
| OrderMonoidHomClass.toOrderAddMonoidHom,1,False,-1 |
| OrderMonoidIso,78,True,0 |
| OrderMonoidIso.Simps,2,False,-1 |
| OrderMonoidIso.mk,3,False,-1 |
| OrderMonoidIsoClass,1,True,0 |
| OrderMonoidWithZeroHom,43,True,0 |
| OrderMonoidWithZeroHom.mk,3,False,-1 |
| OrderMonoidWithZeroHomClass,1,True,0 |
| OrderRingHom,44,True,0 |
| OrderRingHom.mk,2,False,-1 |
| OrderRingHomClass,1,True,0 |
| OrderRingIso,44,True,0 |
| OrderRingIso.Simps,1,False,-1 |
| OrderRingIso.mk,2,False,-1 |
| OrderRingIsoClass,1,True,0 |
| OrderTop,12,True,0 |
| OrderTop.copy,1,False,-1 |
| OrderTopology,8,True,0 |
| OrderType,35,True,0 |
| OrderedAddCommGroup,1,False,-1 |
| OrderedCommGroup,3,False,-1 |
| OrderedFinpartition,70,True,0 |
| OrderedFinpartition.eraseLeft,1,False,-1 |
| OrderedFinpartition.mk,3,True,0 |
| OrderedSMul,7,True,0 |
| OrderedSemiring,2,True,0 |
| OrderedSub,2,True,0 |
| Ordering,136,True,0 |
| Ordering.Compares,10,True,0 |
| Ordering.eq,1,False,-1 |
| Ordering.gt,1,False,-1 |
| Ordering.lt,1,False,-1 |
| Ordinal,1187,True,0 |
| Ordinal.CNF,23,True,0 |
| Ordinal.IsAcc,5,True,0 |
| Ordinal.IsClosedBelow,3,False,-1 |
| Ordinal.IsFundamentalSequence,11,True,0 |
| Ordinal.IsInitial,7,True,0 |
| Ordinal.IsNormal,36,True,0 |
| Ordinal.Principal,3,True,0 |
| Ordinal.ToType,4,True,0 |
| Ordinal.familyOfBFamily',1,False,-1 |
| Ordinal.nadd,1,False,-1 |
| Ordinal.nmul,1,False,-1 |
| Ordinal.toPGame,1,False,-1 |
| Ordinal.toPSet,1,False,-1 |
| Ordinal.type,1,False,-1 |
| Ordinal.typein,1,False,-1 |
| Ordinal.veblenWith,1,False,-1 |
| OrdinalApprox,25,False,-1 |
| OrdinalApprox.gfpApprox,1,False,-1 |
| OrdinalApprox.lfpApprox,1,False,-1 |
| Ordnode,199,True,0 |
| Ordnode.All,3,True,0 |
| Ordnode.Amem,1,False,-1 |
| Ordnode.Any,3,False,-1 |
| Ordnode.Balanced,3,True,0 |
| Ordnode.BalancedSz,2,True,0 |
| Ordnode.Bounded,17,True,0 |
| Ordnode.Emem,1,False,-1 |
| Ordnode.Raised,5,True,0 |
| Ordnode.Sized,16,True,0 |
| Ordnode.Valid,6,False,-1 |
| Ordnode.Valid',48,True,0 |
| Ordnode.brecOn,2,True,0 |
| Ordnode.dual,1,False,-1 |
| Ordnode.erase,2,True,0 |
| Ordnode.eraseMax,2,False,-1 |
| Ordnode.eraseMin,2,False,-1 |
| Ordnode.findMax',1,False,-1 |
| Ordnode.findMin',1,False,-1 |
| Ordnode.foldr,1,False,-1 |
| Ordnode.insert,2,True,0 |
| Ordnode.insert',2,True,0 |
| Ordnode.insertWith,3,True,0 |
| Ordnode.map,2,False,-1 |
| Ordnode.mem,2,False,-1 |
| Ordnode.nil,1,False,-1 |
| Ordnode.node,2,True,0 |
| Ordnode.ofAscListAux₁,1,False,-1 |
| Ordnode.ofAscListAux₂,1,False,-1 |
| Ordnode.splitMax',1,False,-1 |
| Ordnode.splitMin',1,False,-1 |
| Ordset,17,False,-1 |
| Ordset.Empty,1,False,-1 |
| Ordset.mem,1,False,-1 |
| OreLocalization,158,True,0 |
| OreLocalization.OreSet,6,True,0 |
| OreLocalization.instAlgebra,1,False,-1 |
| OreLocalization.instCommGroupWithZeroNonZeroDivisors,1,False,-1 |
| OreLocalization.instCommRing,1,False,-1 |
| OreLocalization.instDistribMulActionOfIsScalarTower,1,False,-1 |
| OreLocalization.instDivisionRingNonZeroDivisors,1,False,-1 |
| OreLocalization.instGroupWithZeroNonZeroDivisors,1,False,-1 |
| OreLocalization.instModuleOfIsScalarTower,1,False,-1 |
| OreLocalization.instMulActionOfIsScalarTower,1,False,-1 |
| OreLocalization.instSMulOfIsScalarTower,1,False,-1 |
| OreLocalization.inv',1,False,-1 |
| OreLocalization.oreSetComm,1,False,-1 |
| OreLocalization.universalHom,1,False,-1 |
| OreLocalization.universalMulHom,1,False,-1 |
| Orientation,335,True,0 |
| Orientation.areaForm,1,False,-1 |
| Orientation.basisRightAngleRotation,1,False,-1 |
| Orientation.finOrthonormalBasis,1,False,-1 |
| Orientation.kahler,1,False,-1 |
| Orientation.oangle,1,True,0 |
| Orientation.rightAngleRotation,1,False,-1 |
| Orientation.rightAngleRotationAux₁,1,False,-1 |
| Orientation.rotation,1,True,0 |
| Orientation.rotationAux,1,False,-1 |
| Orientation.volumeForm,1,True,0 |
| OrthogonalFamily,25,True,0 |
| OrthogonalFamily.linearIsometry,1,False,-1 |
| OrthogonalIdempotents,18,True,0 |
| Orthonormal,43,True,0 |
| Orthonormal.equiv,1,False,-1 |
| OrthonormalBasis,97,True,0 |
| OrthonormalBasis.adjustToOrientation,1,False,-1 |
| OrthonormalBasis.fromOrthogonalSpanSingleton,1,False,-1 |
| OrthonormalBasis.mk,1,False,-1 |
| OrthonormalBasis.mkOfOrthogonalEqBot,1,False,-1 |
| OrthonormalBasis.ofRepr,2,False,-1 |
| OrzechProperty,7,True,0 |
| Oscillation,1,False,-1 |
| OscillationWithin,1,False,-1 |
| PEmpty,2,True,0 |
| PEquiv,85,True,0 |
| PEquiv.mk,3,False,-1 |
| PEquiv.ofSet,1,True,0 |
| PEquiv.toMatrix,1,False,-1 |
| PFun,105,True,0 |
| PFun.Part,1,True,0 |
| PFun.fix,2,False,-1 |
| PFun.fixInduction,1,False,-1 |
| PFun.fn,1,False,-1 |
| PFun.restrict,1,False,-1 |
| PFunctor,25,True,0 |
| PFunctor.Approx,37,True,0 |
| PFunctor.Idx,1,False,-1 |
| PFunctor.M,70,True,0 |
| PFunctor.MIntl,7,True,0 |
| PFunctor.Obj,2,True,0 |
| PFunctor.W,6,True,0 |
| PFunctor.comp,2,False,-1 |
| PFunctor.mk,2,False,-1 |
| PLift,37,True,0 |
| PLift.rec,1,False,-1 |
| PLift.up,3,True,0 |
| PMF,168,True,0 |
| PMF.bernoulli,1,False,-1 |
| PMF.binomial,1,False,-1 |
| PMF.normalize,1,False,-1 |
| PMF.ofFinset,1,False,-1 |
| PMF.ofFintype,1,True,0 |
| PMF.ofMultiset,1,False,-1 |
| PMF.toMeasure,1,True,0 |
| PMF.uniformOfFinset,1,False,-1 |
| PMF.uniformOfFintype,1,False,-1 |
| PNat,218,True,0 |
| PNat.Coprime,14,True,0 |
| PNat.Prime,3,False,-1 |
| PNat.XgcdType,62,True,0 |
| PNat.find,1,False,-1 |
| PNat.instInhabitedXgcdType,1,True,0 |
| PNat.strongInductionOn,1,False,-1 |
| PNatPowAssoc,3,True,0 |
| PNonScalar,2,True,0 |
| PNonScalar.mk,2,False,-1 |
| PProd,12,True,0 |
| PProd.mk,4,False,-1 |
| PSet,92,True,0 |
| PSet.Equiv,10,True,0 |
| PSet.Mem,4,True,0 |
| PSet.Subset,2,True,0 |
| PSet.brecOn,2,False,-1 |
| PSet.mk,2,False,-1 |
| PSet.rank,1,False,-1 |
| PSigma,33,True,0 |
| PSigma.Lex,21,True,0 |
| PSigma.RevLex,2,True,0 |
| PSigma.mk,4,True,0 |
| PSum,10,True,0 |
| PSum.inl,2,False,-1 |
| PSum.inr,2,False,-1 |
| PULift,5,True,0 |
| PULift.up,1,False,-1 |
| PUnit,72,True,0 |
| PUnit.unit,1,False,-1 |
| Padic,109,True,0 |
| Padic.AddValuation,4,True,0 |
| Padic.addValuation,1,False,-1 |
| Padic.padicNormE,4,True,0 |
| PadicAlgCl,14,True,0 |
| PadicComplex,15,True,0 |
| PadicComplexInt,1,False,-1 |
| PadicInt,213,True,0 |
| PadicInt.Coe,2,True,0 |
| PadicInt.addChar_of_value_at_one,1,False,-1 |
| PadicInt.appr,1,False,-1 |
| PadicInt.lift,1,False,-1 |
| PadicInt.limNthHom,1,False,-1 |
| PadicInt.mahlerSeries,1,False,-1 |
| PadicInt.mahlerTerm,1,False,-1 |
| PadicInt.ofIntSeq,1,True,0 |
| PadicInt.unitCoeff,1,False,-1 |
| PadicSeq,29,True,0 |
| PadicSeq.norm,1,False,-1 |
| PadicSeq.stationaryPoint,1,False,-1 |
| PairReduction,35,True,0 |
| PairReduction.logSizeBallSeq,1,True,0 |
| PairReduction.logSizeBallStruct,9,True,0 |
| Pairwise,15,True,0 |
| ParacompactSpace,3,True,0 |
| Parser.Attr,35,False,-1 |
| Part,195,True,0 |
| Part.Dom,3,True,0 |
| Part.Fix,10,True,0 |
| Part.Mem,2,False,-1 |
| Part.get,1,True,0 |
| Part.mk,2,False,-1 |
| Part.restrict,1,False,-1 |
| Part.toFinset,1,False,-1 |
| Part.toOption,1,True,0 |
| PartENat,150,True,27 |
| PartENat.toWithTop,1,True,27 |
| PartOrd,34,True,0 |
| PartOrd.Hom,6,True,0 |
| PartOrd.Iso,3,True,0 |
| PartOrd.of,2,False,-1 |
| PartOrdEmb,34,True,0 |
| PartOrdEmb.Hom,8,True,0 |
| PartOrdEmb.Iso,3,True,0 |
| PartOrdEmb.Limits,14,False,-1 |
| PartOrdEmb.of,2,False,-1 |
| PartialDiffeomorph,14,True,0 |
| PartialDiffeomorph.mk,2,False,-1 |
| PartialEquiv,162,True,0 |
| PartialEquiv.Continuous,1,False,-1 |
| PartialEquiv.EqOnSource,8,True,0 |
| PartialEquiv.IsImage,29,True,0 |
| PartialEquiv.Simps,1,False,-1 |
| PartialEquiv.mk,3,True,0 |
| PartialEquiv.piecewise,1,False,-1 |
| PartialEquiv.trans',1,False,-1 |
| PartialEquivBEq,3,True,0 |
| PartialFun,4,True,0 |
| PartialFun.Iso,3,True,0 |
| PartialOrder,19,True,0 |
| PartialOrder.lift,1,False,-1 |
| PartialOrder.mk,1,False,-1 |
| PartialOrder.mkOfGroupCone,1,False,-1 |
| Partition,29,True,0 |
| Partition.Simps,1,False,-1 |
| Partition.mk,3,False,-1 |
| PartitionOfUnity,39,True,0 |
| PartitionOfUnity.IsSubordinate,1,True,0 |
| PartitionOfUnity.mk,2,False,-1 |
| Partrec,28,True,0 |
| Partrec₂,4,True,0 |
| Path,153,True,0 |
| Path.Homotopic,69,True,0 |
| Path.Homotopy,51,True,0 |
| Path.add,1,False,-1 |
| Path.cast,1,True,0 |
| Path.map,1,False,-1 |
| Path.map',1,False,-1 |
| Path.mk,3,True,0 |
| Path.reparam,1,False,-1 |
| Path.segment,1,False,-1 |
| Path.simps,1,False,-1 |
| PathConnectedSpace,8,True,0 |
| PathConnectedSpace.somePath,1,False,-1 |
| Pell,90,True,9 |
| Pell.IsFundamental,17,True,9 |
| Pell.Solution₁,41,True,9 |
| Pell.xn,1,True,9 |
| Pell.yn,1,True,9 |
| Perfect,7,True,0 |
| PerfectClosure,45,True,0 |
| PerfectClosure.R,3,True,0 |
| PerfectClosure.liftOn,1,False,-1 |
| PerfectField,7,True,0 |
| PerfectRing,36,True,0 |
| PerfectRing.lift,1,False,-1 |
| PerfectRing.liftAux,1,False,-1 |
| PerfectSpace,4,True,0 |
| Perfection,31,True,0 |
| Perfection.lift,1,False,-1 |
| PerfectionMap,20,True,0 |
| PerfectionMap.equiv,1,False,-1 |
| PerfectlyNormalSpace,4,True,0 |
| PeriodPair,114,True,0 |
| PeriodPair.mk,2,False,-1 |
| PhragmenLindelof,24,False,-1 |
| Pi,618,True,0 |
| Pi.Colex,14,True,0 |
| Pi.Function,1,True,0 |
| Pi.GCongr,1,False,-1 |
| Pi.Lex,20,True,0 |
| Pi.Part,1,True,0 |
| Pi.basisFun,1,False,-1 |
| Pi.mulSingle,2,False,-1 |
| Pi.orthonormalBasis,1,False,-1 |
| Pi.single,2,True,0 |
| Pi.uniqueOfIsEmpty,1,False,-1 |
| PiCountable,15,True,0 |
| PiFin,3,True,0 |
| PiLp,140,True,0 |
| PiLp.basisFun,1,False,-1 |
| PiLp.instPseudoEMetricSpace,1,False,-1 |
| PiLp.instPseudoMetricSpace,1,False,-1 |
| PiLp.normedAddCommGroup,1,False,-1 |
| PiLp.pseudoEmetricAux,1,False,-1 |
| PiLp.pseudoMetricSpaceToPi,1,False,-1 |
| PiLp.seminormedAddCommGroup,1,False,-1 |
| PiLp.seminormedAddCommGroupToPi,1,False,-1 |
| PiNat,56,True,0 |
| PiNat.metricSpace,1,False,-1 |
| PiNotation,4,False,-1 |
| PiNotation.piNotation,2,False,-1 |
| PiSubtype,2,True,0 |
| PiTensorProduct,212,True,0 |
| PiTensorProduct.Eqv,6,True,0 |
| PiTensorProduct.distribMulAction',1,False,-1 |
| PiTensorProduct.dualDistrib,1,False,-1 |
| PiTensorProduct.dualDistribInvOfBasis,1,False,-1 |
| PiTensorProduct.hasSMul',1,False,-1 |
| PiTensorProduct.instMul,1,False,-1 |
| PiTensorProduct.instNonUnitalNonAssocSemiring,1,False,-1 |
| PiTensorProduct.instNonUnitalSemiring,1,False,-1 |
| PiTensorProduct.isEmptyEquiv,1,False,-1 |
| PiTensorProduct.lift,3,True,0 |
| PiTensorProduct.liftAux,1,True,0 |
| PiTensorProduct.module',1,False,-1 |
| PiTensorProduct.mul,1,False,-1 |
| PiTensorProduct.subsingletonEquiv,1,False,-1 |
| PiToModule,7,True,0 |
| Plausible,41,True,2 |
| Plausible.And,1,False,-1 |
| Plausible.Antitone,1,False,-1 |
| Plausible.Arbitrary,4,True,2 |
| Plausible.ArbitraryFueled,3,True,2 |
| Plausible.Array,3,False,-1 |
| Plausible.BitVec,2,False,-1 |
| Plausible.Bool,3,True,2 |
| Plausible.BoundedRandom,3,True,2 |
| Plausible.Char,3,False,-1 |
| Plausible.Configuration,14,True,2 |
| Plausible.Decorations,3,False,-1 |
| Plausible.Eq,1,False,-1 |
| Plausible.Fact,1,False,-1 |
| Plausible.False,1,False,-1 |
| Plausible.Fin,2,False,-1 |
| Plausible.Gen,26,True,2 |
| Plausible.GenError,4,True,2 |
| Plausible.Iff,1,False,-1 |
| Plausible.Imp,1,False,-1 |
| Plausible.Injective,1,False,-1 |
| Plausible.InjectiveFunction,22,True,2 |
| Plausible.Int,2,False,-1 |
| Plausible.LE,1,False,-1 |
| Plausible.LT,1,False,-1 |
| Plausible.List,3,True,2 |
| Plausible.Monotone,1,False,-1 |
| Plausible.Nat,3,False,-1 |
| Plausible.Ne,1,False,-1 |
| Plausible.NoShrink,7,False,-1 |
| Plausible.Not,1,False,-1 |
| Plausible.Option,3,False,-1 |
| Plausible.Or,1,False,-1 |
| Plausible.PNat,3,False,-1 |
| Plausible.PrintableProp,3,True,2 |
| Plausible.Prod,3,True,2 |
| Plausible.Prop,1,False,-1 |
| Plausible.Rand,5,False,-1 |
| Plausible.RandT,2,True,2 |
| Plausible.Random,13,True,2 |
| Plausible.Rat,3,False,-1 |
| Plausible.SampleableExt,10,True,2 |
| Plausible.Shrinkable,3,True,2 |
| Plausible.Sigma,2,True,2 |
| Plausible.String,2,False,-1 |
| Plausible.Subtype,1,False,-1 |
| Plausible.Sum,2,False,-1 |
| Plausible.TestResult,21,True,2 |
| Plausible.Testable,27,True,2 |
| Plausible.TotalFunction,24,True,2 |
| Plausible.True,1,False,-1 |
| Plausible.UInt16,2,False,-1 |
| Plausible.UInt32,2,False,-1 |
| Plausible.UInt64,2,False,-1 |
| Plausible.UInt8,2,False,-1 |
| Plausible.ULift,3,False,-1 |
| Plausible.USize,2,False,-1 |
| Plausible.Unit,2,False,-1 |
| Plausible.instBEqGenError,1,True,2 |
| Plausible.instInhabitedConfiguration,1,True,2 |
| Plausible.instInhabitedGenError,1,True,2 |
| Plausible.instInhabitedTestResult,1,True,2 |
| Plausible.instReprGenError,1,True,2 |
| Pointed,12,True,0 |
| Pointed.Hom,16,True,0 |
| Pointed.Iso,4,True,0 |
| Pointed.mk,2,False,-1 |
| PointedCone,64,True,0 |
| PointedCone.positive,1,False,-1 |
| PointedContMDiffMap,10,True,0 |
| PointwiseConvergenceCLM,30,True,0 |
| PolishSpace,11,True,0 |
| PolishSpace.Equiv,1,True,0 |
| PolishSpace.IsClopenable,2,True,0 |
| Poly,36,True,0 |
| Poly.sumsq,1,False,-1 |
| PolyEquivTensor,19,True,0 |
| Polygon,8,True,0 |
| Polygon.mk,2,False,-1 |
| Polynomial,3269,True,0 |
| Polynomial.Bivariate,19,True,0 |
| Polynomial.Chebyshev,220,True,0 |
| Polynomial.Factors,1,False,-1 |
| Polynomial.Gal,47,True,0 |
| Polynomial.HasSeparableContraction,7,True,0 |
| Polynomial.IsDistinguishedAt,14,True,0 |
| Polynomial.IsEisensteinAt,7,True,0 |
| Polynomial.IsMonicOfDegree,24,True,0 |
| Polynomial.IsPrimitive,13,True,0 |
| Polynomial.IsRoot,9,True,0 |
| Polynomial.IsSeparableContraction,3,True,0 |
| Polynomial.IsSplittingField,19,True,0 |
| Polynomial.IsUnitTrinomial,12,True,0 |
| Polynomial.IsWeaklyEisensteinAt,8,True,0 |
| Polynomial.Monic,93,True,0 |
| Polynomial.MonicDegreeEq,10,True,0 |
| Polynomial.Nontrivial,1,True,0 |
| Polynomial.Separable,18,True,0 |
| Polynomial.Sequence,19,True,0 |
| Polynomial.Splits,80,True,0 |
| Polynomial.SplittingField,13,True,0 |
| Polynomial.SplittingFieldAux,11,True,0 |
| Polynomial.TrailingMonic,3,False,-1 |
| Polynomial.UniversalCoprimeFactorizationRing,9,True,0 |
| Polynomial.UniversalFactorizationRing,11,True,0 |
| Polynomial.algEquivOfCompEqX,1,True,0 |
| Polynomial.aroots,1,True,0 |
| Polynomial.coeToPowerSeries,4,True,0 |
| Polynomial.cyclotomic,10,True,0 |
| Polynomial.cyclotomic',2,True,0 |
| Polynomial.degreeLT,21,True,0 |
| Polynomial.dickson,1,False,-1 |
| Polynomial.divModByMonicAux,2,True,0 |
| Polynomial.eval₂AlgHom',1,True,0 |
| Polynomial.hermite,1,False,-1 |
| Polynomial.instMulActionElemRootSetOfSMulCommClass,1,False,-1 |
| Polynomial.instNormalizationMonoid,1,False,-1 |
| Polynomial.leadingCoeffHom,1,False,-1 |
| Polynomial.leval_eq_smeval,1,False,-1 |
| Polynomial.monicEquivDegreeLT,1,False,-1 |
| Polynomial.nthRoots,1,True,0 |
| Polynomial.nthRootsFinset,1,True,0 |
| Polynomial.ofFinsupp,2,True,0 |
| Polynomial.recOnHorner,1,False,-1 |
| Polynomial.residueFieldMapCAlgEquiv,1,False,-1 |
| Polynomial.resultant,1,False,-1 |
| Polynomial.rootOfSplits,1,False,-1 |
| Polynomial.rootSet,2,False,-1 |
| Polynomial.roots,2,True,0 |
| Polynomial.scaleRoots,1,True,0 |
| Polynomial.smeval,2,False,-1 |
| Polynomial.sylvesterMap,1,False,-1 |
| Polynomial.toContinuousMap,1,False,-1 |
| Polynomial.toContinuousMapOn,1,False,-1 |
| Polynomial.toSubring,1,False,-1 |
| PolynomialLaw,68,True,0 |
| PolynomialLaw.mk,2,False,-1 |
| PolynomialModule,42,True,0 |
| PolynormableSpace,8,True,0 |
| PontryaginDual,14,False,-1 |
| PosMulMono,8,True,0 |
| PosMulReflectLE,6,True,0 |
| PosMulReflectLT,8,True,0 |
| PosMulStrictMono,7,True,0 |
| PosNum,122,True,0 |
| PosNum.bit0,2,False,-1 |
| PosNum.bit1,2,False,-1 |
| PosNum.brecOn,2,True,0 |
| PosNum.cmp,1,True,0 |
| PosNum.divMod,1,True,0 |
| PosNum.minFacAux,1,False,-1 |
| PosNum.natSize,1,False,-1 |
| PosNum.one,1,False,-1 |
| PosNum.size,1,False,-1 |
| PosNum.sub',1,False,-1 |
| PosNum.succ,1,False,-1 |
| PosNum.testBit,1,False,-1 |
| PosPart,3,True,0 |
| PosSMulMono,10,True,0 |
| PosSMulReflectLE,5,True,0 |
| PosSMulReflectLT,6,True,0 |
| PosSMulStrictMono,8,True,0 |
| Positive,29,True,0 |
| Positive.Subtype,1,True,0 |
| PositiveLinearMap,40,True,0 |
| PositiveLinearMap.instSeminormedAddCommGroupPreGNS,1,False,-1 |
| PositiveLinearMap.mk,2,False,-1 |
| PositiveLinearMapClass,2,True,0 |
| Pow,4,True,0 |
| PowerBasis,87,True,0 |
| PowerBasis.AlgHom,1,True,0 |
| PowerBasis.equivOfMinpoly,1,False,-1 |
| PowerBasis.equivOfRoot,1,False,-1 |
| PowerBasis.lift,1,False,-1 |
| PowerBasis.mk,2,False,-1 |
| PowerBasis.ofAdjoinEqTop',1,False,-1 |
| PowerSeries,521,True,0 |
| PowerSeries.HasEval,7,True,0 |
| PowerSeries.HasSubst,20,True,0 |
| PowerSeries.Inv_divided_by_X_pow_order,1,False,-1 |
| PowerSeries.IsRestricted,12,False,-1 |
| PowerSeries.IsWeierstrassDivision,6,True,0 |
| PowerSeries.IsWeierstrassDivisionAt,6,True,0 |
| PowerSeries.IsWeierstrassDivisor,1,True,0 |
| PowerSeries.IsWeierstrassDivisorAt,31,True,0 |
| PowerSeries.IsWeierstrassFactorization,6,True,0 |
| PowerSeries.IsWeierstrassFactorizationAt,12,True,0 |
| PowerSeries.WithPiTopology,28,True,0 |
| PowerSeries.aeval,1,False,-1 |
| PowerSeries.derivative,1,False,-1 |
| PowerSeries.expand,1,False,-1 |
| PowerSeries.inv,1,True,0 |
| PowerSeries.map,1,False,-1 |
| PowerSeries.substAlgHom,1,True,0 |
| PowerSeries.toSubring,1,False,-1 |
| PowerSeries.weierstrassDiv,1,False,-1 |
| PowerSeries.weierstrassMod,1,False,-1 |
| PreErgodic,10,True,0 |
| PreInnerProductSpace,2,True,0 |
| PreInnerProductSpace.Core,9,True,0 |
| PreLp,3,True,0 |
| PreOpposite,3,True,0 |
| PreOpposite.op',2,True,0 |
| PreQuasiregular,15,True,0 |
| PreQuasiregular.mk,2,False,-1 |
| PreTilt,32,True,0 |
| PreTilt.instCommRing,1,False,-1 |
| PreTilt.untilt,1,False,-1 |
| PreTilt.untiltAux,1,False,-1 |
| PreTilt.untiltFun,1,False,-1 |
| PreTilt.val,1,False,-1 |
| PreValuationRing,5,True,0 |
| PreconnectedSpace,8,True,0 |
| Pred,4,False,-1 |
| PredOrder,19,True,0 |
| PredSubOrder,4,True,0 |
| Prefunctor,59,True,0 |
| Prefunctor.IsCovering,9,True,0 |
| Prefunctor.MapReverse,2,True,0 |
| Prefunctor.mk,2,True,0 |
| Pregroupoid,8,True,0 |
| Pregroupoid.mk,3,False,-1 |
| PreirreducibleSpace,4,True,0 |
| Preord,34,True,0 |
| Preord.Hom,6,True,0 |
| Preord.Iso,3,True,0 |
| Preord.of,2,False,-1 |
| Preorder,80,True,0 |
| Preorder.frestrictLe₂,2,True,0 |
| Preorder.mk,1,False,-1 |
| Preperfect,2,True,0 |
| PresentedAddMonoid,1,False,-1 |
| PresentedGroup,20,True,0 |
| PresentedGroup.toGroup,3,False,-1 |
| PresentedMonoid,12,False,-1 |
| PresentedMonoid.toMonoid,1,False,-1 |
| PresheafOfModules,248,True,0 |
| PresheafOfModules.Derivation,24,True,0 |
| PresheafOfModules.Derivation',6,False,-1 |
| PresheafOfModules.DifferentialsConstruction,7,False,-1 |
| PresheafOfModules.Elements,3,True,0 |
| PresheafOfModules.Finite,3,False,-1 |
| PresheafOfModules.HasDifferentials,2,True,0 |
| PresheafOfModules.Hom,10,True,0 |
| PresheafOfModules.Monoidal,6,True,0 |
| PresheafOfModules.Sheafify,25,True,0 |
| PresheafOfModules.freeYoneda,3,True,0 |
| PresheafOfModules.homMk,1,False,-1 |
| PresheafOfModules.mk,2,False,-1 |
| PresheafOfModules.sections,1,False,-1 |
| PresheafOfModules.sheafifyMap,1,False,-1 |
| PrespectralSpace,11,True,0 |
| Pretrivialization,98,True,0 |
| Pretrivialization.IsLinear,2,True,0 |
| Pretrivialization.continuousLinearMap,2,False,-1 |
| Pretrivialization.continuousLinearMapCoordChange,1,False,-1 |
| Pretrivialization.linearEquivAt,1,False,-1 |
| Pretrivialization.linearMapAt,1,False,-1 |
| Pretrivialization.mk,3,False,-1 |
| PriestleySpace,3,True,0 |
| Primcodable,19,True,0 |
| Primcodable.subtype,1,False,-1 |
| Prime,38,True,0 |
| PrimeMultiset,43,True,0 |
| PrimeMultiset.ofNatList,1,False,-1 |
| PrimeMultiset.ofNatMultiset,1,False,-1 |
| PrimeMultiset.ofPNatMultiset,1,False,-1 |
| PrimeSpectrum,322,True,0 |
| PrimeSpectrum.BasicConstructibleSetData,20,True,0 |
| PrimeSpectrum.ConstructibleSetData,7,True,0 |
| PrimeSpectrum.instOrderBotOfIsDomain,1,False,-1 |
| PrimeSpectrum.localizationMapOfSpecializes,1,False,-1 |
| PrimeSpectrum.mk,3,True,0 |
| PrimitiveSpectrum,17,False,-1 |
| Primrec,134,True,0 |
| PrimrecPred,13,True,0 |
| PrimrecRel,11,True,0 |
| Primrec₂,21,True,0 |
| PrincipalIdealRing,8,True,0 |
| PrincipalIdeals,1,True,0 |
| PrincipalSeg,80,True,0 |
| PrincipalSeg.mk,2,False,-1 |
| ProbabilityMeasure,1,False,-1 |
| ProbabilityTheory,1099,True,0 |
| ProbabilityTheory.CondIndep,3,True,0 |
| ProbabilityTheory.CondIndepFun,4,True,0 |
| ProbabilityTheory.CondIndepSet,1,False,-1 |
| ProbabilityTheory.CondIndepSets,12,True,0 |
| ProbabilityTheory.Fernique,18,True,0 |
| ProbabilityTheory.HasCondSubgaussianMGF,9,False,-1 |
| ProbabilityTheory.HasGaussianLaw,40,True,0 |
| ProbabilityTheory.HasLaw,20,True,0 |
| ProbabilityTheory.HasPDF,1,False,-1 |
| ProbabilityTheory.HasSubgaussianMGF,30,True,0 |
| ProbabilityTheory.IdentDistrib,40,True,0 |
| ProbabilityTheory.Indep,3,True,0 |
| ProbabilityTheory.IndepFun,45,True,0 |
| ProbabilityTheory.IndepSet,1,False,-1 |
| ProbabilityTheory.IndepSets,12,True,0 |
| ProbabilityTheory.IsAEKolmogorovProcess,13,True,0 |
| ProbabilityTheory.IsCondKernelCDF,15,True,0 |
| ProbabilityTheory.IsFiniteKernel,10,True,0 |
| ProbabilityTheory.IsGaussian,31,True,0 |
| ProbabilityTheory.IsGaussianProcess,20,True,0 |
| ProbabilityTheory.IsKolmogorovProcess,12,True,0 |
| ProbabilityTheory.IsMarkovKernel,5,True,0 |
| ProbabilityTheory.IsMeasurableRatCDF,29,True,0 |
| ProbabilityTheory.IsRatCondKernelCDF,9,True,0 |
| ProbabilityTheory.IsRatCondKernelCDFAux,23,True,0 |
| ProbabilityTheory.IsRatStieltjesPoint,6,True,0 |
| ProbabilityTheory.IsSFiniteKernel,3,True,0 |
| ProbabilityTheory.IsSetBernoulli,1,False,-1 |
| ProbabilityTheory.IsZeroOrMarkovKernel,5,True,0 |
| ProbabilityTheory.Kernel,996,True,0 |
| ProbabilityTheory.MemLp,2,True,0 |
| ProbabilityTheory.condDistrib,1,True,0 |
| ProbabilityTheory.condExpKernel,1,True,0 |
| ProbabilityTheory.covarianceBilin,1,True,0 |
| ProbabilityTheory.covarianceBilinDual,1,True,0 |
| ProbabilityTheory.covarianceOperator,1,False,-1 |
| ProbabilityTheory.iCondIndep,3,False,-1 |
| ProbabilityTheory.iCondIndepFun,14,False,-1 |
| ProbabilityTheory.iCondIndepSet,5,False,-1 |
| ProbabilityTheory.iCondIndepSets,3,False,-1 |
| ProbabilityTheory.iIndep,9,True,0 |
| ProbabilityTheory.iIndepFun,52,True,0 |
| ProbabilityTheory.iIndepSet,11,True,0 |
| ProbabilityTheory.iIndepSets,10,True,0 |
| ProbabilityTheory.partitionFiltration,1,False,-1 |
| ProbabilityTheory.posterior,1,False,-1 |
| ProbabilityTheory.stieltjesOfMeasurableRat,1,False,-1 |
| ProbabilityTheory.uncenteredCovarianceBilinDual,1,False,-1 |
| ProbabilityTheory.unitInterval,1,False,-1 |
| Prod,467,True,0 |
| Prod.GCongr,3,False,-1 |
| Prod.GameAdd,6,True,0 |
| Prod.Lex,58,True,0 |
| Prod.PrettyPrinting,4,False,-1 |
| Prod.RProd,1,True,0 |
| Prod.mk,4,True,0 |
| Profinite,65,True,0 |
| Profinite.Extend,16,True,0 |
| Profinite.IndexFunctor,6,True,0 |
| Profinite.Nobeling,2,True,0 |
| Profinite.NobelingProof,184,True,0 |
| Profinite.lift,1,False,-1 |
| Profinite.of,1,False,-1 |
| Profinite.presentation,2,False,-1 |
| Profinite.toCompHaus,2,True,0 |
| Profinite.toTopCat,2,True,0 |
| ProfiniteAddGrp,8,True,0 |
| ProfiniteAddGrp.Hom,4,False,-1 |
| ProfiniteAddGrp.mk,2,False,-1 |
| ProfiniteGrp,61,True,0 |
| ProfiniteGrp.ContinuousMulEquiv,1,True,0 |
| ProfiniteGrp.Hom,5,True,0 |
| ProfiniteGrp.mk,2,False,-1 |
| ProjectiveSpectrum,76,True,0 |
| ProjectiveSpectrum.mk,3,False,-1 |
| Projectivization,69,True,0 |
| Projectivization.Dependent,1,True,0 |
| Projectivization.Independent,1,True,0 |
| Projectivization.Subspace,44,True,0 |
| Projectivization.instMulAction,1,False,-1 |
| Projectivization.lift,1,True,0 |
| Projectivization.map,1,False,-1 |
| Projectivization.mk,1,True,0 |
| ProofWidgets,68,True,0 |
| ProofWidgets.CancellableTask,6,True,0 |
| ProofWidgets.CheckRequestResponse,7,True,0 |
| ProofWidgets.Component,6,True,0 |
| ProofWidgets.ExprPresentationData,7,True,0 |
| ProofWidgets.ExprPresentationProps,5,True,0 |
| ProofWidgets.ExprPresentations,5,True,0 |
| ProofWidgets.ExprPresenter,7,True,0 |
| ProofWidgets.ExprWithCtx,10,True,0 |
| ProofWidgets.FilterDetailsProps,8,True,0 |
| ProofWidgets.GetExprPresentationParams,6,True,0 |
| ProofWidgets.GetExprPresentationsParams,5,True,0 |
| ProofWidgets.Html,18,True,0 |
| ProofWidgets.HtmlCommand,3,False,-1 |
| ProofWidgets.HtmlDisplayProps,5,True,0 |
| ProofWidgets.HtmlEval,3,True,0 |
| ProofWidgets.InteractiveCodeProps,5,True,0 |
| ProofWidgets.InteractiveExprProps,5,True,0 |
| ProofWidgets.InteractiveMessageProps,5,True,0 |
| ProofWidgets.Jsx,20,False,-1 |
| ProofWidgets.LayoutKind,7,True,0 |
| ProofWidgets.MakeEditLinkProps,9,True,0 |
| ProofWidgets.MarkdownDisplay,10,True,0 |
| ProofWidgets.PanelWidgetProps,8,True,0 |
| ProofWidgets.Penrose,27,True,0 |
| ProofWidgets.Util,2,False,-1 |
| ProofWidgets.instFromJsonMakeEditLinkProps,1,True,0 |
| ProofWidgets.instInhabitedHtml,1,True,0 |
| ProofWidgets.instToJsonMakeEditLinkProps,1,True,0 |
| Prop,39,True,0 |
| ProperCone,62,True,0 |
| ProperCone.dual,1,True,0 |
| ProperCone.innerDual,1,False,-1 |
| ProperCone.map,1,False,-1 |
| ProperCone.positive,1,False,-1 |
| ProperConstSMul,2,True,0 |
| ProperConstVAdd,2,True,0 |
| ProperSMul,4,True,0 |
| ProperSpace,8,True,0 |
| ProperVAdd,2,True,0 |
| ProperlyDiscontinuousSMul,6,True,0 |
| ProperlyDiscontinuousVAdd,2,True,0 |
| PseudoEMetricSpace,22,True,0 |
| PseudoEMetricSpace.ofSeminormedSpaceCore,1,False,-1 |
| PseudoEmetricSpace,2,False,-1 |
| PseudoEpimorphism,27,True,0 |
| PseudoEpimorphism.mk,2,False,-1 |
| PseudoEpimorphismClass,4,True,0 |
| PseudoMetric,33,True,0 |
| PseudoMetric.IsUltra,10,True,0 |
| PseudoMetric.instMaxOfAddLeftMonoOfAddRightMono,1,False,-1 |
| PseudoMetric.instOrderBot,1,False,-1 |
| PseudoMetric.instSemilatticeSupOfAddLeftMonoOfAddRightMono,1,False,-1 |
| PseudoMetric.mk,2,False,-1 |
| PseudoMetricSpace,38,True,0 |
| PseudoMetricSpace.mk,1,False,-1 |
| PseudoMetricSpace.ofSeminormedSpaceCore,1,False,-1 |
| PseudoMetricSpace.ofSeminormedSpaceCoreReplaceAll,1,False,-1 |
| PseudoMetricSpace.ofSeminormedSpaceCoreReplaceTopology,1,False,-1 |
| PseudoMetricSpace.ofSeminormedSpaceCoreReplaceUniformity,1,False,-1 |
| PseudoMetricSpace.toUniformSpace,1,False,-1 |
| PsuedoMetricSpace,1,False,-1 |
| Pullback,3,False,-1 |
| Pullback.TotalSpace,1,True,0 |
| Pure,3,True,0 |
| PythagoreanTriple,24,True,0 |
| QPF,44,True,0 |
| QPF.Cofix,6,False,-1 |
| QPF.Fix,10,False,-1 |
| QPF.Wequiv,11,True,0 |
| QuadraticAlgebra,177,True,0 |
| QuadraticAlgebra.mk,2,True,0 |
| QuadraticForm,60,True,0 |
| QuadraticForm.tmul,1,True,0 |
| QuadraticMap,186,True,0 |
| QuadraticMap.Anisotropic,1,True,0 |
| QuadraticMap.Equivalent,5,True,0 |
| QuadraticMap.IsOrtho,8,True,0 |
| QuadraticMap.Isometry,48,True,0 |
| QuadraticMap.IsometryEquiv,27,True,0 |
| QuadraticMap.PosDef,6,True,0 |
| QuadraticMap.Ring,3,False,-1 |
| QuadraticMap.basisRepr,1,False,-1 |
| QuadraticMap.instDistribMulActionOfSMulCommClass,1,False,-1 |
| QuadraticMap.instModuleOfSMulCommClass,1,False,-1 |
| QuadraticMap.instSMul,1,False,-1 |
| QuadraticMap.linMulLin,1,False,-1 |
| QuadraticMap.mk,2,False,-1 |
| QuadraticMap.sq,1,False,-1 |
| QuadraticMap.tmul,1,False,-1 |
| QuadraticMap.toMatrix',1,False,-1 |
| QuadraticMap.weightedSumSquares,1,False,-1 |
| QuadraticModuleCat,44,True,0 |
| QuadraticModuleCat.Hom,9,True,0 |
| QuadraticModuleCat.instMonoidalCategory,3,True,0 |
| QuadraticModuleCat.mk,2,False,-1 |
| Quandle,12,True,0 |
| Quandle.Conj,2,True,0 |
| Quandle.dihedralAct,1,False,-1 |
| Quantale,14,True,0 |
| Quantale.mk,1,False,-1 |
| QuasiCompleteSpace,2,True,0 |
| QuasiErgodic,12,True,0 |
| QuasiIso,3,True,0 |
| QuasiIsoAt,3,True,0 |
| QuasiSeparatedSpace,6,True,0 |
| QuasiSober,2,True,0 |
| QuasiconcaveOn,7,True,0 |
| QuasiconvexOn,7,True,0 |
| QuasilinearOn,5,True,0 |
| QuasispectrumRestricts,29,True,0 |
| QuasispectrumRestricts.nonUnitalStarAlgHom,1,False,-1 |
| Quaternion,316,False,-1 |
| Quaternion.instDivisionRing,1,False,-1 |
| QuaternionAlgebra,225,True,0 |
| QuaternionAlgebra.Basis,38,True,0 |
| QuaternionAlgebra.mk,3,True,0 |
| QuaternionGroup,25,True,0 |
| QuaternionGroup.a,2,False,-1 |
| QuaternionGroup.xa,2,False,-1 |
| Quiver,83,True,0 |
| Quiver.Arborescence,4,True,0 |
| Quiver.Costar,1,True,0 |
| Quiver.FreeGroupoid,14,True,0 |
| Quiver.HasInvolutiveReverse,4,True,0 |
| Quiver.HasReverse,3,True,0 |
| Quiver.Hom,35,True,0 |
| Quiver.IsSStronglyConnected,3,False,-1 |
| Quiver.IsStronglyConnected,3,False,-1 |
| Quiver.Path,112,True,0 |
| Quiver.PathStar,1,True,0 |
| Quiver.Push,11,False,-1 |
| Quiver.PushQuiver,4,True,0 |
| Quiver.RootedConnected,2,True,0 |
| Quiver.SingleObj,26,True,0 |
| Quiver.Star,1,True,0 |
| Quiver.StronglyConnectedComponent,6,True,0 |
| Quiver.Symmetrify,7,True,0 |
| Quiver.Total,9,True,0 |
| Quiver.WeaklyConnectedComponent,4,True,0 |
| Quiver.homOfEq,1,False,-1 |
| Quiver.shortestPath,1,False,-1 |
| Quot,60,True,0 |
| Quot.hrecOn,1,False,-1 |
| Quot.lift,2,True,0 |
| Quot.liftOn,1,False,-1 |
| Quot.lift₂,1,True,0 |
| Quot.map,1,False,-1 |
| Quot.map₂,1,False,-1 |
| QuotSMulTop,18,True,0 |
| Quotient,150,True,0 |
| Quotient.finHRecOn,1,False,-1 |
| Quotient.finRecOn,1,False,-1 |
| Quotient.hrecOn,1,False,-1 |
| Quotient.instLinearOrder,1,False,-1 |
| Quotient.lift,2,True,0 |
| Quotient.liftOn,1,True,0 |
| Quotient.liftOn',1,True,0 |
| Quotient.liftOn₂,1,False,-1 |
| Quotient.lift₂,1,True,0 |
| Quotient.listChoice,1,True,0 |
| Quotient.map,1,True,0 |
| Quotient.map',1,False,-1 |
| Quotient.map₂,1,False,-1 |
| Quotient.recOn,1,False,-1 |
| Quotient.recOnSubsingleton,1,False,-1 |
| Quotient.recOnSubsingleton₂,1,False,-1 |
| QuotientAddGroup,27,True,0 |
| QuotientAddGroup.Quotient,1,False,-1 |
| QuotientAddGroup.circularPreorder,1,False,-1 |
| QuotientAddGroup.equivIcoMod,1,False,-1 |
| QuotientAddGroup.equivIocMod,1,False,-1 |
| QuotientAddGroup.instBtwQuotientAddSubgroupZmultiples,1,False,-1 |
| QuotientAddGroup.lift,1,False,-1 |
| QuotientAddGroup.map,1,False,-1 |
| QuotientGroup,201,True,0 |
| QuotientGroup.Quotient,3,True,0 |
| QuotientGroup.congr,1,False,-1 |
| QuotientGroup.map,1,False,-1 |
| QuotientGroup.quotientMulEquivOfEq,1,False,-1 |
| QuotientGroup.quotientQuotientEquivQuotient,1,False,-1 |
| QuotientGroup.quotientQuotientEquivQuotientAux,1,False,-1 |
| QuotientMapQuotient,1,True,0 |
| QuotientModule.Quotient,1,True,0 |
| QuotientRing,3,True,0 |
| R0Space,3,True,0 |
| R1Space,9,True,0 |
| RCLike,394,True,0 |
| RCLike.complexRingEquiv,1,False,-1 |
| RCLike.extendTo𝕜'ₗ,1,False,-1 |
| RCLike.realRingEquiv,1,False,-1 |
| REPred,1,False,-1 |
| Rack,40,True,0 |
| Rack.EnvelGroup,1,False,-1 |
| Rack.PreEnvelGroup,17,True,0 |
| Rack.PreEnvelGroupRel,4,True,0 |
| Rack.PreEnvelGroupRel',30,True,0 |
| Rack.toEnvelGroup,6,True,0 |
| Rand,3,False,-1 |
| Random,14,True,0 |
| RandomGen,5,True,0 |
| RankCondition,2,True,0 |
| Rat,712,True,0 |
| Rat.AbsoluteValue,21,False,-1 |
| Rat.HeightOneSpectrum,13,True,0 |
| Rat.IsIntegralClosure,3,True,0 |
| Rat.IsRat,1,False,-1 |
| Rat.RingOfIntegers,1,True,0 |
| Rat.add,1,False,-1 |
| Rat.castHom,1,False,-1 |
| Rat.divInt,1,True,0 |
| Rat.maybeNormalize,1,True,0 |
| Rat.mk',3,True,0 |
| Rat.normalize,5,True,0 |
| Rat.padicValuation,1,True,0 |
| Rat.sub,1,False,-1 |
| RatCast,3,True,0 |
| RatFunc,243,True,0 |
| RatFunc.X,1,False,-1 |
| RatFunc.coePolynomial,1,False,-1 |
| RatFunc.instDiv,1,False,-1 |
| RatFunc.instField,1,False,-1 |
| RatFunc.instInv,1,False,-1 |
| RatFunc.liftAlgHom,1,False,-1 |
| RatFunc.liftAlgebra,1,False,-1 |
| RatFunc.liftMonoidWithZeroHom,1,False,-1 |
| RatFunc.liftOn,1,True,0 |
| RatFunc.liftRingHom,1,False,-1 |
| RatFunc.map,1,False,-1 |
| RatFunc.mapRingHom,1,False,-1 |
| RatFunc.mk,1,False,-1 |
| RatFunc.ofFractionRing,2,True,0 |
| RayVector,7,True,0 |
| ReaderT,52,True,0 |
| Real,2471,True,0 |
| Real.Angle,190,True,0 |
| Real.BohrMollerup,11,True,0 |
| Real.ContfracLegendre,1,True,0 |
| Real.Continuous,1,False,-1 |
| Real.Convex,1,False,-1 |
| Real.GCongr,1,True,0 |
| Real.HolderConjugate,19,True,0 |
| Real.HolderTriple,34,True,0 |
| Real.Polynomial,1,False,-1 |
| Real.RingHom,1,True,0 |
| Real.Wallis,8,True,0 |
| Real.circleAverage,1,True,0 |
| Real.convergent,1,False,-1 |
| Real.digits,1,False,-1 |
| Real.instFourierTransform,1,False,-1 |
| Real.instFourierTransformInv,1,False,-1 |
| Real.ofCauchy,2,True,0 |
| Real.smoothTransition,17,True,0 |
| Real.sqrtTwoAddSeries,1,False,-1 |
| RealNormedSpace,2,True,0 |
| RealRMK,12,True,0 |
| RealRMK.rieszMeasure,1,False,-1 |
| RealTopologicalVectorSpace,1,True,0 |
| RecursiveIn,11,True,0 |
| RecursiveIn.below,9,True,0 |
| ReflBEq,2,True,0 |
| Reflexive,4,True,0 |
| RegularExpression,48,True,0 |
| RegularExpression.brecOn,2,True,0 |
| RegularExpression.deriv,1,False,-1 |
| RegularExpression.map,1,True,0 |
| RegularExpression.matchEpsilon,1,False,-1 |
| RegularExpression.matches',1,False,-1 |
| RegularExpression.rmatch,2,True,0 |
| RegularNormedAlgebra,2,True,0 |
| RegularSpace,8,True,0 |
| RegularWreathProduct,35,True,0 |
| RegularWreathProduct.mk,2,False,-1 |
| Rel,31,True,0 |
| Rel.edgeDensity,1,False,-1 |
| Rel.interedges,1,True,0 |
| RelEmbedding,111,True,0 |
| RelEmbedding.codRestrict,1,False,-1 |
| RelEmbedding.mk,3,True,0 |
| RelEmbedding.natLT,1,False,-1 |
| RelEmbedding.ofIsEmpty,1,False,-1 |
| RelEmbedding.ofMonotone,1,False,-1 |
| RelHom,34,True,0 |
| RelHom.mk,3,False,-1 |
| RelHomClass,13,True,0 |
| RelIso,115,True,0 |
| RelIso.IsWellOrder,2,True,0 |
| RelIso.Simps,2,False,-1 |
| RelIso.mk,3,True,0 |
| RelIso.ofSurjective,1,False,-1 |
| RelLowerSet,5,True,0 |
| RelLowerSet.mk,2,False,-1 |
| RelSeries,141,True,0 |
| RelSeries.append,1,False,-1 |
| RelSeries.cons,1,True,0 |
| RelSeries.fromListIsChain,1,False,-1 |
| RelSeries.mk,3,True,0 |
| RelSeries.smash,1,False,-1 |
| RelSeries.snoc,1,True,0 |
| RelSeries.tail,1,False,-1 |
| RelUpperSet,5,True,0 |
| RelUpperSet.mk,2,False,-1 |
| Relation,103,True,0 |
| Relation.EqvGen,13,True,0 |
| Relation.Fibration,2,True,0 |
| Relation.ReflGen,5,True,0 |
| Relation.ReflTransGen,21,True,0 |
| Relation.TransGen,24,True,0 |
| Relator,15,True,0 |
| Relator.BiTotal,5,True,0 |
| Relator.BiUnique,1,False,-1 |
| Relator.LeftTotal,4,True,0 |
| Relator.LeftUnique,2,True,0 |
| Relator.RightTotal,4,True,0 |
| Relator.RightUnique,1,False,-1 |
| Rep,319,True,0 |
| Rep.FiniteCyclicGroup,44,True,0 |
| Rep.MonoidalClosed,6,False,-1 |
| Rep.barComplex,5,True,0 |
| Rep.barResolution,1,True,0 |
| Rep.coindToInd,1,False,-1 |
| Rep.desc,1,False,-1 |
| Rep.indCoindIso,1,False,-1 |
| Rep.indCoindNatIso,1,False,-1 |
| Rep.standardComplex,15,True,0 |
| Rep.standardResolution,1,False,-1 |
| Rep.toCoinvariants,1,False,-1 |
| Repr,4,True,0 |
| ReprAtom,2,True,0 |
| ReprTuple,3,True,0 |
| Representation,145,True,0 |
| Representation.Coinvariants,26,True,0 |
| Representation.FiniteCyclicGroup,3,True,0 |
| Representation.IndV,3,True,0 |
| Representation.IntertwiningMap,45,True,0 |
| Representation.IsIntertwiningMap,2,True,0 |
| Representation.IsIrreducible,7,True,0 |
| Representation.IsTrivial,2,True,0 |
| Representation.invtSubmodule,7,True,0 |
| Representation.linHom,5,True,30 |
| Representation.ofDistribMulAction,1,False,-1 |
| Representation.ofQuotient,1,False,-1 |
| Representation.subrepresentation,1,False,-1 |
| Representation.toCoinvariants,1,False,-1 |
| Representation.toInvariants,1,False,-1 |
| RestrictScalars,18,True,0 |
| RestrictedProduct,108,True,0 |
| RestrictedProduct.inclusion,1,False,-1 |
| RieszExtension,2,True,0 |
| Right,32,True,0 |
| RightCancelMonoid,13,True,0 |
| RightCancelSemigroup,6,True,0 |
| RightCommutative,2,True,0 |
| RightDerivMeasurableAux,13,True,0 |
| RightDistribClass,2,True,0 |
| RightOrdContinuous,17,False,-1 |
| RightPreLieAlgebra,9,True,0 |
| RightPreLieRing,9,True,0 |
| Ring,175,True,0 |
| Ring.DimensionLEOne,8,True,0 |
| Ring.DimensionLeOne,1,True,0 |
| Ring.DirectLimit,33,False,-1 |
| Ring.KrullDimLE,18,True,0 |
| Ring.instAlgebraFractionRing,1,False,-1 |
| Ring.ordFrac,1,False,-1 |
| Ring.ordMonoidWithZeroHom,1,False,-1 |
| RingAut,14,True,0 |
| RingCat,57,True,0 |
| RingCat.Colimits,103,False,-1 |
| RingCat.FilteredColimits,7,True,0 |
| RingCat.Hom,6,True,0 |
| RingCat.of,2,False,-1 |
| RingCon,227,True,0 |
| RingCon.Quotient,2,True,0 |
| RingCon.comap,1,False,-1 |
| RingCon.comapQuotientEquivRange,1,False,-1 |
| RingCon.comapQuotientEquivRangeS,1,False,-1 |
| RingCon.comapQuotientEquivRangeₐ,1,False,-1 |
| RingCon.lift,1,False,-1 |
| RingCon.mk,3,False,-1 |
| RingConGen,1,True,0 |
| RingConGen.Rel,14,True,0 |
| RingCone,14,True,0 |
| RingCone.mk,2,False,-1 |
| RingCone.nonneg,2,False,-1 |
| RingConeClass,4,True,0 |
| RingEquiv,283,True,0 |
| RingEquiv.Simps,1,False,-1 |
| RingEquiv.mk,3,True,0 |
| RingEquiv.ofBijective,1,False,-1 |
| RingEquiv.ofRingHom,1,False,-1 |
| RingEquiv.restrict,1,False,-1 |
| RingEquiv.subsemiringCongr,1,False,-1 |
| RingEquiv.symm_mk,1,True,0 |
| RingEquivClass,8,True,0 |
| RingEquivClass.toRingEquiv,1,False,-1 |
| RingFilterBasis,15,True,0 |
| RingFilterBasis.SubmodulesBasis,3,True,0 |
| RingFilterBasis.mk,1,False,-1 |
| RingHom,453,True,0 |
| RingHom.Bijective,5,False,-1 |
| RingHom.CodescendsAlong,4,True,0 |
| RingHom.EssFiniteType,12,True,0 |
| RingHom.Etale,9,False,-1 |
| RingHom.FaithfullyFlat,11,True,0 |
| RingHom.Finite,9,True,0 |
| RingHom.FinitePresentation,8,True,0 |
| RingHom.FiniteType,9,True,0 |
| RingHom.Flat,13,True,0 |
| RingHom.FormallySmooth,7,True,0 |
| RingHom.FormallyUnramified,8,True,0 |
| RingHom.HoldsForLocalization,4,True,0 |
| RingHom.HoldsForLocalizationAway,2,True,0 |
| RingHom.Int,1,True,0 |
| RingHom.IsIntegral,9,True,0 |
| RingHom.IsIntegralElem,12,True,0 |
| RingHom.IsStableUnderBaseChange,7,True,0 |
| RingHom.IsStandardOpenImmersion,10,True,0 |
| RingHom.IsStandardSmooth,4,True,0 |
| RingHom.IsStandardSmoothOfRelativeDimension,7,True,0 |
| RingHom.LocalizationAwayPreserves,2,True,0 |
| RingHom.LocalizationPreserves,1,True,0 |
| RingHom.OfLocalizationSpan,4,True,0 |
| RingHom.OfLocalizationSpanTarget,3,True,0 |
| RingHom.PropertyIsLocal,8,True,0 |
| RingHom.QuasiFinite,11,True,0 |
| RingHom.RespectsIso,5,True,0 |
| RingHom.Smooth,10,True,0 |
| RingHom.StableUnderComposition,3,True,0 |
| RingHom.StableUnderCompositionWithLocalizationAway,1,True,0 |
| RingHom.StableUnderCompositionWithLocalizationAwayTarget,1,True,0 |
| RingHom.SurjectiveOnStalks,7,True,0 |
| RingHom.codRestrict,1,False,-1 |
| RingHom.copy,1,False,-1 |
| RingHom.isIntegralElem,1,True,0 |
| RingHom.ker,1,True,0 |
| RingHom.liftOfRightInverse,1,False,-1 |
| RingHom.liftOfRightInverseAux,1,False,-1 |
| RingHom.mk,3,True,0 |
| RingHom.quotientKerEquivOfRightInverse,3,False,-1 |
| RingHom.restrict,1,False,-1 |
| RingHom.smulOneHom,1,False,-1 |
| RingHom.toOpposite,1,False,-1 |
| RingHomClass,8,True,0 |
| RingHomClass.toRingHom,1,True,0 |
| RingHomCompTriple,5,True,0 |
| RingHomId,2,True,0 |
| RingHomInvPair,11,True,0 |
| RingHomIsometric,8,True,0 |
| RingHomSurjective,6,True,0 |
| RingInvo,12,True,0 |
| RingInvo.mk,2,False,-1 |
| RingInvoClass,4,True,0 |
| RingNorm,14,True,0 |
| RingNorm.mk,2,False,-1 |
| RingNormClass,4,True,0 |
| RingOfIntegers,22,True,0 |
| RingOfIntegers.ZModXQuotSpanEquivQuotSpan,1,False,-1 |
| RingPreordering,57,True,0 |
| RingPreordering.GCongr,2,False,-1 |
| RingPreordering.HasIdealSupport,4,True,0 |
| RingPreordering.IsOrdering,4,True,0 |
| RingPreordering.mk,2,False,-1 |
| RingPreordering.support,1,False,-1 |
| RingQuot,71,True,0 |
| RingQuot.Rel,16,True,0 |
| RingQuot.mk,2,True,0 |
| RingQuot.preLift,1,False,-1 |
| RingQuot.preLiftAlgHom,1,False,-1 |
| RingSeminorm,19,True,0 |
| RingSeminorm.mk,2,False,-1 |
| RingSeminorm.toRingNorm,1,True,0 |
| RingSeminormClass,4,True,0 |
| RingSubgroupsBasis,14,True,0 |
| RingSubgroupsBasis.toRingFilterBasis,1,False,-1 |
| RingTheory.LinearMap,4,False,-1 |
| RingTheory.Sequence,51,True,0 |
| RingTopology,14,True,0 |
| RingTopology.mk,2,False,-1 |
| RingTopology.toAddGroupTopology,1,False,-1 |
| RootPairing,430,True,0 |
| RootPairing.Base,96,True,0 |
| RootPairing.EmbeddedG2,57,True,0 |
| RootPairing.Equiv,76,True,0 |
| RootPairing.GeckConstruction,64,False,-1 |
| RootPairing.Hom,41,True,0 |
| RootPairing.InvariantForm,18,True,0 |
| RootPairing.IsAnisotropic,3,True,0 |
| RootPairing.IsBalanced,2,True,0 |
| RootPairing.IsG2,10,True,0 |
| RootPairing.IsIrreducible,6,True,0 |
| RootPairing.IsNotG2,5,True,0 |
| RootPairing.IsOrthogonal,6,True,0 |
| RootPairing.IsReduced,4,True,0 |
| RootPairing.IsRootSystem,4,True,0 |
| RootPairing.IsValuedIn,3,True,0 |
| RootPairing.PolarizationEquiv,1,False,-1 |
| RootPairing.PolarizationIn,1,False,-1 |
| RootPairing.RootFormIn,1,False,-1 |
| RootPairing.RootPositiveForm,33,True,0 |
| RootPairing.chainBotCoeff,1,True,0 |
| RootPairing.chainBotCoeff_mul_chainTopCoeff,1,True,0 |
| RootPairing.chainBotIdx,1,False,-1 |
| RootPairing.chainTopCoeff,1,False,-1 |
| RootPairing.chainTopIdx,1,False,-1 |
| RootPairing.coroot'In,1,False,-1 |
| RootPairing.coxeterWeightIn,1,False,-1 |
| RootPairing.equiv_of_mapsTo,1,False,-1 |
| RootPairing.invtRootSubmodule,4,True,0 |
| RootPairing.mk,4,False,-1 |
| RootPairing.pairingIn,1,True,0 |
| RootPairing.posRootForm,1,False,-1 |
| RootPairing.restrictScalars',1,False,-1 |
| RootPairing.toInvariantForm,1,False,-1 |
| RootPairing.weylGroup,4,True,0 |
| RootPairingCat,11,True,0 |
| RootPairingCat.mk,2,False,-1 |
| RootSystem,5,False,-1 |
| RootableBy,6,True,0 |
| RootedTree,16,True,0 |
| RootedTree.mk,2,False,-1 |
| Runtime,2,False,-1 |
| SBtw,3,True,0 |
| SBtw.sbtw,7,True,0 |
| SDiff,3,True,0 |
| SModEq,28,True,0 |
| SMul,11,True,0 |
| SMul.comp,4,True,0 |
| SMulCommClass,19,True,0 |
| SMulCon,13,True,0 |
| SMulCon.mk,2,False,-1 |
| SMulDistribClass,2,True,0 |
| SMulMemClass,10,True,0 |
| SMulPosMono,6,True,0 |
| SMulPosReflectLE,5,True,0 |
| SMulPosReflectLT,6,True,0 |
| SMulPosStrictMono,5,True,0 |
| SMulWithZero,5,True,0 |
| SMulZeroClass,7,True,0 |
| SNum,31,True,0 |
| SNum.nz,2,False,-1 |
| SNum.zero,2,False,-1 |
| SProd,3,True,0 |
| SSet,221,True,0 |
| SSet.Augmented,12,False,-1 |
| SSet.Edge,39,True,0 |
| SSet.Finite,5,True,0 |
| SSet.HasDimensionLT,2,True,0 |
| SSet.IsStrictSegal,2,True,0 |
| SSet.KanComplex,1,True,0 |
| SSet.N,27,True,0 |
| SSet.OneTruncation₂,29,True,0 |
| SSet.Path,19,True,0 |
| SSet.PtSimplex,26,False,-1 |
| SSet.QCat,4,False,-1 |
| SSet.Quasicategory,3,True,0 |
| SSet.RelativeMorphism,50,True,0 |
| SSet.S,42,True,0 |
| SSet.StrictSegal,39,True,0 |
| SSet.StrictSegalCore,17,True,0 |
| SSet.Subcomplex,261,True,0 |
| SSet.Truncated,307,True,0 |
| SSet.hoFunctor,6,False,-1 |
| SSet.horn,31,True,0 |
| SSet.horn₂₀,4,False,-1 |
| SSet.horn₂₁,4,False,-1 |
| SSet.horn₂₂,4,False,-1 |
| SSet.horn₃₁,20,False,-1 |
| SSet.horn₃₂,20,False,-1 |
| SSet.modelCategoryQuillen,15,True,0 |
| SSet.prodStdSimplex,15,True,0 |
| SSet.skeletonOfMono,1,False,-1 |
| SSet.stdSimplex,70,True,0 |
| STWorld,2,True,0 |
| SameRay,38,True,0 |
| Sat,5,True,6 |
| Sat.Clause,8,False,-1 |
| Sat.Fmla,16,False,-1 |
| Sat.Literal,15,True,6 |
| Sat.Valuation,9,True,6 |
| SatisfiesM,16,True,0 |
| Sbtw,59,True,0 |
| SchwartzMap,230,True,0 |
| SchwartzMap.bilinLeftCLM,1,False,-1 |
| SchwartzMap.convolution,1,False,-1 |
| SchwartzMap.instFourierTransform,1,False,-1 |
| SchwartzMap.instFourierTransformInv,1,False,-1 |
| SchwartzMap.instLaplacian,1,False,-1 |
| SchwartzMap.instModule,1,False,-1 |
| SchwartzMap.instSMul,1,False,-1 |
| SchwartzMap.integralCLM,1,False,-1 |
| SchwartzMap.mk,2,False,-1 |
| SchwartzMap.toLp,1,True,0 |
| SchwartzMap.toLpCLM,1,False,-1 |
| SchwartzMap.toTemperedDistributionCLM,1,False,-1 |
| SchwartzMap.toZeroAtInfty,1,False,-1 |
| Scott,5,True,0 |
| Scott.IsOpen,2,False,-1 |
| ScottContinuous,10,True,0 |
| ScottContinuousOn,6,True,0 |
| SecondCountableTopology,4,True,0 |
| SecondCountableTopologyEither,2,True,0 |
| SelbergSieve,5,True,0 |
| SelbergSieve.mk,2,False,-1 |
| SelectInsertParams,6,True,0 |
| SelectInsertParams.mk,2,False,-1 |
| SelectInsertParamsClass,6,True,0 |
| SemiNormedGrp,81,True,0 |
| SemiNormedGrp.ExplicitCoker,1,False,-1 |
| SemiNormedGrp.Hom,15,True,0 |
| SemiNormedGrp.completion,8,False,-1 |
| SemiNormedGrp.explicitCokernel,1,False,-1 |
| SemiNormedGrp.explicitCokernelDesc,1,False,-1 |
| SemiNormedGrp.explicitCokernelπ,1,True,0 |
| SemiNormedGrp.of,2,False,-1 |
| SemiNormedGrp₁,45,True,0 |
| SemiNormedGrp₁.Hom,10,True,0 |
| SemiNormedGrp₁.mkHom,1,False,-1 |
| SemiNormedGrp₁.of,2,False,-1 |
| SemiRingCat,49,True,0 |
| SemiRingCat.FilteredColimits,13,True,0 |
| SemiRingCat.HasLimits,2,True,0 |
| SemiRingCat.Hom,6,True,0 |
| SemiRingCat.of,2,False,-1 |
| SemiconjBy,62,True,0 |
| Semicontinuous,5,True,0 |
| SemicontinuousAt,3,True,0 |
| SemicontinuousOn,4,True,0 |
| SemicontinuousWithinAt,4,True,0 |
| SemidirectProduct,84,True,0 |
| SemidirectProduct.lift,1,True,0 |
| SemidirectProduct.map,1,False,-1 |
| Semifield,21,True,0 |
| Semigroup,13,True,0 |
| SemigroupAction,6,True,0 |
| SemigroupIdeal,15,False,-1 |
| SemigroupWithZero,7,True,0 |
| Semigrp,34,True,0 |
| Semigrp.Hom,6,True,0 |
| Semigrp.mk,2,False,-1 |
| SemilatInfCat,17,True,0 |
| SemilatInfCat.Iso,3,True,0 |
| SemilatInfCat.of,2,False,-1 |
| SemilatSupCat,14,True,0 |
| SemilatSupCat.Iso,3,True,0 |
| SemilatSupCat.of,2,False,-1 |
| SemilatticeInf,12,True,0 |
| SemilatticeInf.mk,1,False,-1 |
| SemilatticeSup,14,True,0 |
| SemilatticeSup.mk,1,False,-1 |
| SemilinearEquivClass,7,True,0 |
| SemilinearEquivClass.semilinearEquiv,1,False,-1 |
| SemilinearIsometryClass,13,True,0 |
| SemilinearIsometryEquivClass,4,True,0 |
| SemilinearMapClass,12,True,0 |
| SemilinearMapClass.semilinearMap,1,False,-1 |
| SemimoduleCat,76,True,0 |
| SemimoduleCat.Algebra,3,False,-1 |
| SemimoduleCat.Hom,13,True,0 |
| SemimoduleCat.Iso,2,False,-1 |
| SemimoduleCat.MonoidalCategory,49,True,0 |
| Seminorm,198,True,0 |
| Seminorm.comp,1,True,0 |
| Seminorm.instSMul,1,False,-1 |
| Seminorm.mk,2,False,-1 |
| Seminorm.pullback,1,False,-1 |
| SeminormClass,3,True,0 |
| SeminormFamily,26,True,0 |
| SeminormedAddCommGroup,13,True,0 |
| SeminormedAddCommGroup.induced,1,False,-1 |
| SeminormedAddCommGroup.toAddCommGroup,1,False,-1 |
| SeminormedAddCommGroup.toPseudoMetricSpace,1,False,-1 |
| SeminormedAddGroup,6,True,0 |
| SeminormedCommGroup,14,True,0 |
| SeminormedCommRing,7,True,0 |
| SeminormedGroup,16,True,0 |
| SeminormedRing,10,True,0 |
| SeminormedSpace,1,True,0 |
| SeminormedSpace.Core,4,True,0 |
| Semiquot,49,True,0 |
| Semiquot.IsPure,2,False,-1 |
| Semiquot.get,1,False,-1 |
| Semiquot.mk',2,False,-1 |
| Semiring,24,True,0 |
| SemistandardYoungTableau,21,True,0 |
| SemistandardYoungTableau.mk,2,False,-1 |
| Sep,3,True,0 |
| SeparableClosure,3,False,-1 |
| SeparableWeaklyLocallyCompactGroup,1,True,0 |
| SeparatedNhds,24,True,0 |
| SeparatingDual,15,True,0 |
| SeparationQuotient,208,True,0 |
| SeparationQuotient.instModule,1,False,-1 |
| SeparationQuotient.lift,1,False,-1 |
| SeparationQuotient.lift₂,1,False,-1 |
| Seq,3,True,0 |
| SeqCompactSpace,3,True,0 |
| SeqContinuous,1,True,0 |
| SeqLeft,3,True,0 |
| SeqRight,3,True,0 |
| Sequential,24,True,0 |
| Sequential.mk,2,False,-1 |
| SequentialSpace,5,True,0 |
| SequentiallyComplete,11,True,0 |
| Set,4649,True,0 |
| Set.Aesop,1,False,-1 |
| Set.BddAbove,1,False,-1 |
| Set.BijOn,48,True,0 |
| Set.Bounded,2,True,0 |
| Set.Countable,45,True,0 |
| Set.Definable,12,True,0 |
| Set.Disjoint,3,True,0 |
| Set.EqOn,35,True,0 |
| Set.Equicontinuous,3,False,-1 |
| Set.EquicontinuousAt,3,False,-1 |
| Set.EquicontinuousOn,3,False,-1 |
| Set.EquicontinuousWithinAt,3,False,-1 |
| Set.Finite,250,True,0 |
| Set.FiniteExhaustion,19,True,0 |
| Set.Finset,1,False,-1 |
| Set.GCongr,1,False,-1 |
| Set.Icc,74,True,0 |
| Set.IccExtend,1,True,0 |
| Set.Ici,19,True,0 |
| Set.Ico,19,False,-1 |
| Set.Iic,28,True,0 |
| Set.Iio,2,False,-1 |
| Set.Infinite,46,True,0 |
| Set.InjOn,44,True,0 |
| Set.Intersecting,14,True,0 |
| Set.InvOn,7,True,0 |
| Set.Ioc,25,False,-1 |
| Set.Ioi,2,False,-1 |
| Set.Ioo,11,True,0 |
| Set.IsPWO,16,True,0 |
| Set.IsStrictOrder,1,True,0 |
| Set.IsWF,20,True,0 |
| Set.LeftInvOn,18,True,0 |
| Set.MapsTo,51,True,0 |
| Set.Mapsto,1,False,-1 |
| Set.MemUnion,1,False,-1 |
| Set.MulAntidiagonal,6,False,-1 |
| Set.Nat,2,False,-1 |
| Set.Nonempty,97,True,0 |
| Set.Nontrivial,33,True,0 |
| Set.Notation,2,False,-1 |
| Set.OrdConnected,51,True,0 |
| Set.Pairwise,13,True,0 |
| Set.PairwiseDisjoint,31,True,0 |
| Set.PartiallyWellOrderedOn,22,True,0 |
| Set.PiSetCoe,2,True,0 |
| Set.Quotient,1,False,-1 |
| Set.RightInvOn,11,True,0 |
| Set.SMulAntidiagonal,5,True,0 |
| Set.Sigma,1,True,0 |
| Set.Sized,13,True,0 |
| Set.Subset,5,True,0 |
| Set.Subsingleton,62,True,0 |
| Set.Subtype,1,True,0 |
| Set.Sum,1,True,0 |
| Set.SurjOn,32,True,0 |
| Set.TermDefinable,7,False,-1 |
| Set.TermDefinable₁,6,False,-1 |
| Set.Unbounded,2,True,0 |
| Set.UniformEquicontinuous,3,False,-1 |
| Set.UniformEquicontinuousOn,3,False,-1 |
| Set.WellFoundedOn,11,True,0 |
| Set.codRestrict,1,True,0 |
| Set.embeddingOfSubset,1,False,-1 |
| Set.enumerate,1,False,-1 |
| Set.iUnionLift,1,False,-1 |
| Set.inclusion,1,False,-1 |
| Set.initialSegIicIicOfLE,1,False,-1 |
| Set.instMembership,1,False,-1 |
| Set.integer,1,False,-1 |
| Set.liftCover,1,False,-1 |
| Set.piecewise,1,True,0 |
| Set.powersetCard,43,False,-1 |
| Set.principalSegIioIicOfLE,1,False,-1 |
| Set.projIcc,1,True,0 |
| Set.sigmaEquiv,1,False,-1 |
| Set.sized,1,False,-1 |
| Set.subtypeInsertEquivOption,1,False,-1 |
| Set.tprod,1,False,-1 |
| Set.univ,1,True,0 |
| Set.zeroOfFactMem,1,False,-1 |
| SetCoe,7,True,0 |
| SetLike,100,True,0 |
| SetLike.GCongr,3,True,0 |
| SetLike.GradeZero,22,True,0 |
| SetLike.GradedMonoid,3,True,0 |
| SetLike.GradedMul,3,True,0 |
| SetLike.GradedOne,2,True,0 |
| SetLike.GradedSMul,2,True,0 |
| SetLike.Homogeneous,1,False,-1 |
| SetLike.IsHomogeneousElem,2,False,-1 |
| SetLike.gMonoid,1,False,-1 |
| SetLike.gOne,1,False,-1 |
| SetLike.gcommRing,1,False,-1 |
| SetLike.gcommSemiring,1,False,-1 |
| SetLike.gmodule,1,False,-1 |
| SetLike.gnonUnitalNonAssocSemiring,1,False,-1 |
| SetLike.gring,1,False,-1 |
| SetLike.gsemiring,1,False,-1 |
| SetLike.smul',1,False,-1 |
| SetM,1,False,-1 |
| SetRel,186,True,0 |
| SetRel.FiniteDimensional,3,True,0 |
| SetRel.InfiniteDimensional,3,True,0 |
| SetRel.IsCover,11,True,0 |
| SetRel.IsRefl,2,True,0 |
| SetRel.IsSeparated,7,True,0 |
| SetRel.IsSymm,1,True,0 |
| SetRel.IsTrans,1,True,0 |
| SetRel.IsWellFounded,2,True,0 |
| SetSemiring,36,True,0 |
| SetTheory,2,True,0 |
| SetTheory.Game,40,True,0 |
| SetTheory.PGame,826,True,0 |
| Setoid,112,True,0 |
| Setoid.IsPartition,5,True,0 |
| Setoid.Partition,4,False,-1 |
| Setoid.mk,1,True,0 |
| Setoid.quotientKerEquivOfSurjective,1,False,-1 |
| ShareCommon,11,True,0 |
| ShareCommon.State,2,True,0 |
| ShareCommon.StateFactory,1,False,-1 |
| ShareCommon.StateFactoryBuilder,12,True,0 |
| ShareCommon.StateFactoryImpl,11,True,0 |
| ShareCommonM,1,False,-1 |
| ShareCommonT,3,False,-1 |
| SheafOfModules,168,True,0 |
| SheafOfModules.Finite,3,True,0 |
| SheafOfModules.GeneratingSections,18,True,0 |
| SheafOfModules.Hom,7,True,0 |
| SheafOfModules.IsFinitePresentation,2,True,0 |
| SheafOfModules.IsFiniteType,2,True,0 |
| SheafOfModules.IsQuasicoherent,2,True,0 |
| SheafOfModules.LocalGeneratorsData,11,True,0 |
| SheafOfModules.Presentation,21,True,0 |
| SheafOfModules.PullbackConstruction,1,True,0 |
| SheafOfModules.QuasicoherentData,16,True,0 |
| SheafOfModules.mapFree,1,False,-1 |
| SheafOfModules.mk,2,False,-1 |
| SheafOfModules.pullbackObjFreeIso,1,False,-1 |
| SheafOfModules.pushforward,1,False,-1 |
| SheafOfModules.pushforwardCongr,1,False,-1 |
| Shelf,4,True,0 |
| ShelfHom,13,True,0 |
| ShelfHom.mk,2,False,-1 |
| ShiftLeft,4,True,0 |
| ShiftRight,4,True,0 |
| ShowMessageParams,4,True,0 |
| ShowMessageParams.mk,2,False,-1 |
| ShowMessageRequestParams,5,True,0 |
| ShowMessageRequestParams.mk,2,False,-1 |
| Shrink,61,True,0 |
| ShrinkingLemma,1,True,0 |
| ShrinkingLemma.PartialRefinement,26,True,0 |
| Sigma,97,True,0 |
| Sigma.LE,1,True,0 |
| Sigma.LT,1,True,0 |
| Sigma.Lex,23,True,0 |
| Sigma.mk,4,True,0 |
| Sigma.snd,1,False,-1 |
| SigmaCompactSpace,4,True,0 |
| SignType,68,True,0 |
| SignType.LE,3,True,0 |
| Similar,35,True,0 |
| SimpContFract,8,True,0 |
| SimpleGraph,1276,True,0 |
| SimpleGraph.Adj,10,True,0 |
| SimpleGraph.Bot,1,True,0 |
| SimpleGraph.CliqueFree,12,True,0 |
| SimpleGraph.CliqueFreeOn,4,False,-1 |
| SimpleGraph.Colorable,14,True,0 |
| SimpleGraph.Coloring,28,True,0 |
| SimpleGraph.Compl,1,True,0 |
| SimpleGraph.CompleteBipartiteGraph,2,False,-1 |
| SimpleGraph.ComponentCompl,27,True,0 |
| SimpleGraph.Connected,27,True,0 |
| SimpleGraph.ConnectedComponent,71,True,0 |
| SimpleGraph.Copy,38,True,0 |
| SimpleGraph.Dart,25,True,0 |
| SimpleGraph.DeleteFar,3,True,0 |
| SimpleGraph.EdgeDisjointTriangles,6,True,0 |
| SimpleGraph.EdgeLabeling,21,True,0 |
| SimpleGraph.Embedding,26,True,0 |
| SimpleGraph.FarFromTriangleFree,9,True,0 |
| SimpleGraph.Finsubgraph,24,True,0 |
| SimpleGraph.FinsubgraphHom,1,True,0 |
| SimpleGraph.FiveWheelLikeFree,1,False,-1 |
| SimpleGraph.Free,3,False,-1 |
| SimpleGraph.Hom,25,True,0 |
| SimpleGraph.Inf,1,False,-1 |
| SimpleGraph.IsAcyclic,22,True,0 |
| SimpleGraph.IsAlternating,3,False,-1 |
| SimpleGraph.IsBipartite,1,True,0 |
| SimpleGraph.IsBipartiteWith,7,True,0 |
| SimpleGraph.IsBridge,1,False,-1 |
| SimpleGraph.IsClique,14,True,0 |
| SimpleGraph.IsCompleteBetween,3,False,-1 |
| SimpleGraph.IsCompleteMultipartite,5,True,0 |
| SimpleGraph.IsContained,18,True,0 |
| SimpleGraph.IsCycles,7,True,0 |
| SimpleGraph.IsEdgeConnected,3,False,-1 |
| SimpleGraph.IsEdgeReachable,8,True,0 |
| SimpleGraph.IsExtremal,3,True,0 |
| SimpleGraph.IsFiveWheelLike,21,True,0 |
| SimpleGraph.IsHamiltonian,4,False,-1 |
| SimpleGraph.IsIndContained,9,True,0 |
| SimpleGraph.IsIndepSet,2,False,-1 |
| SimpleGraph.IsMatchingFree,1,False,-1 |
| SimpleGraph.IsMaximumClique,5,True,0 |
| SimpleGraph.IsMaximumIndepSet,5,True,0 |
| SimpleGraph.IsNClique,12,True,0 |
| SimpleGraph.IsNIndepSet,3,True,0 |
| SimpleGraph.IsPathGraph3Compl,9,True,0 |
| SimpleGraph.IsRegularOfDegree,3,True,0 |
| SimpleGraph.IsSRGWith,15,True,0 |
| SimpleGraph.IsTree,15,True,0 |
| SimpleGraph.IsTuranMaximal,15,True,0 |
| SimpleGraph.IsTutteViolator,2,True,0 |
| SimpleGraph.IsUniform,5,True,0 |
| SimpleGraph.IsVertexCover,4,True,0 |
| SimpleGraph.Iso,60,True,0 |
| SimpleGraph.LocallyLinear,5,True,0 |
| SimpleGraph.Partition,17,True,0 |
| SimpleGraph.Path,23,True,0 |
| SimpleGraph.Preconnected,15,True,0 |
| SimpleGraph.Reachable,26,True,0 |
| SimpleGraph.Sdiff,1,True,0 |
| SimpleGraph.Subgraph,303,True,0 |
| SimpleGraph.Sup,1,True,0 |
| SimpleGraph.Top,1,True,0 |
| SimpleGraph.TopEdgeLabeling,3,False,-1 |
| SimpleGraph.TripartiteFromTriangles,49,True,0 |
| SimpleGraph.UnitDistEmbedding,16,True,0 |
| SimpleGraph.Walk,660,True,0 |
| SimpleGraph.adjMatrix,1,False,-1 |
| SimpleGraph.cliqueFinset,1,False,-1 |
| SimpleGraph.completeEquipartiteGraph,3,False,-1 |
| SimpleGraph.completeMultipartiteGraph,11,True,0 |
| SimpleGraph.componentComplMk,1,False,-1 |
| SimpleGraph.cycleGraph,2,True,0 |
| SimpleGraph.degMatrix,1,False,-1 |
| SimpleGraph.edgeDensity,1,False,-1 |
| SimpleGraph.farFromTriangleFree,1,False,-1 |
| SimpleGraph.finsetWalkLength,1,False,-1 |
| SimpleGraph.incMatrix,1,False,-1 |
| SimpleGraph.induceHom,1,False,-1 |
| SimpleGraph.induceHomOfLE,1,False,-1 |
| SimpleGraph.instDecidableEqDart,1,True,0 |
| SimpleGraph.instDecidableEqWalk,1,True,0 |
| SimpleGraph.interedges,1,False,-1 |
| SimpleGraph.killCopies,1,True,0 |
| SimpleGraph.lapMatrix,1,False,-1 |
| SimpleGraph.maxDegree,1,False,-1 |
| SimpleGraph.minDegree,1,True,0 |
| SimpleGraph.mk,3,True,0 |
| SimpleGraph.neighborSet,1,True,0 |
| SimpleGraph.nonuniformWitness,1,False,-1 |
| SimpleGraph.nonuniformWitnesses,1,False,-1 |
| SimpleGraph.otherVertexOfIncident,1,False,-1 |
| SimpleGraph.pathGraph,1,True,0 |
| SimpleGraph.reachable_deleteEdges_iff_exists_cycle,1,True,0 |
| SimpleGraph.regularityReduced,2,True,0 |
| SimpleGraph.subgraphOfAdj,1,False,-1 |
| SimpleGraph.toSubgraph,2,False,-1 |
| SimpleGraph.toTopEdgeLabeling,1,False,-1 |
| SimplexCategory,174,True,0 |
| SimplexCategory.Hom,12,True,0 |
| SimplexCategory.II,15,True,0 |
| SimplexCategory.SkeletalFunctor,4,True,0 |
| SimplexCategory.Truncated,40,True,0 |
| SimplexCategory.intervalEdge,1,False,-1 |
| SimplexCategory.mkOfLe,1,False,-1 |
| SimplexCategory.skeletalFunctor,1,False,-1 |
| SimplexCategory.toCat,1,False,-1 |
| SimplexCategory.toTopObj,1,False,-1 |
| SimplexCategoryGenRel,73,True,13 |
| SimplexCategoryGenRel.IsAdmissible,25,True,13 |
| SimplexCategoryGenRel.P_δ,1,True,13 |
| SimplexCategoryGenRel.P_σ,1,True,13 |
| SimplexCategoryGenRel.degeneracies,1,True,13 |
| SimplexCategoryGenRel.faces,1,True,13 |
| SimplexCategoryGenRel.generators,2,True,13 |
| SimplexCategoryGenRel.simplicialEvalσ,1,False,-1 |
| SimplexCategoryGenRel.simplicialInsert,1,False,-1 |
| SimplexCategoryGenRel.standardσ,2,True,13 |
| SimplicialObject,17,True,0 |
| SimplicialObject.Split,47,True,0 |
| SimplicialObject.Splitting,74,True,0 |
| SimplyConnectedSpace,6,True,0 |
| Simps,40,True,0 |
| Simps.AutomaticProjectionData,7,True,0 |
| Simps.Config,13,True,0 |
| Simps.ParsedProjectionData,14,True,0 |
| Simps.ProjectionData,9,True,0 |
| Simps.ProjectionRule,14,True,0 |
| Simps.instInhabitedAutomaticProjectionData,1,True,0 |
| Simps.instInhabitedConfig,1,True,0 |
| Simps.instInhabitedProjectionData,1,True,0 |
| Singleton,3,True,0 |
| Singleton.singleton,1,False,-1 |
| SingularManifold,31,True,0 |
| SingularManifold.mk,2,False,-1 |
| SizeOf,3,True,0 |
| SizeOf.sizeOf,1,False,-1 |
| SkewMonoidAlgebra,258,True,0 |
| SkewMonoidAlgebra.DistribMulActionHom,2,True,0 |
| SkewMonoidAlgebra.domCongrAlg,1,False,-1 |
| SkewMonoidAlgebra.instAlgebraOfSMulCommClass,1,False,-1 |
| SkewMonoidAlgebra.ofFinsupp,2,True,0 |
| SkewPolynomial,23,False,-1 |
| SkyscraperPresheafFunctor,4,True,0 |
| SlashAction,10,True,0 |
| SlashInvariantForm,73,True,0 |
| SlashInvariantForm.Simps,1,False,-1 |
| SlashInvariantForm.const,1,False,-1 |
| SlashInvariantForm.constℝ,1,False,-1 |
| SlashInvariantForm.instSMul,1,False,-1 |
| SlashInvariantForm.instSMulℝ,1,False,-1 |
| SlashInvariantForm.mk,3,False,-1 |
| SlashInvariantForm.mul,1,False,-1 |
| SlashInvariantForm.norm,1,False,-1 |
| SlashInvariantForm.quotientFunc,1,False,-1 |
| SlashInvariantFormClass,8,True,0 |
| Small,4,True,0 |
| SmoothBumpCovering,38,True,0 |
| SmoothBumpCovering.IsSubordinate,3,True,0 |
| SmoothBumpCovering.embeddingPiTangent,1,False,-1 |
| SmoothBumpCovering.ind,1,False,-1 |
| SmoothBumpCovering.mk,2,False,-1 |
| SmoothBumpCovering.toBumpCovering,1,False,-1 |
| SmoothBumpCovering.toSmoothPartitionOfUnity,1,False,-1 |
| SmoothBumpFunction,48,True,0 |
| SmoothBumpFunction.mk,2,False,-1 |
| SmoothBumpFunction.toFun,1,False,-1 |
| SmoothBumpFunction.updateRIn,1,False,-1 |
| SmoothPartitionOfUnity,42,True,0 |
| SmoothPartitionOfUnity.IsSubordinate,2,False,-1 |
| SmoothPartitionOfUnity.mk,2,False,-1 |
| SnakeLemma,10,True,0 |
| SnakeLemma.δ',1,False,-1 |
| Span,3,True,0 |
| SpecialLinearGroup,53,True,0 |
| SpecialLinearGroup.centerEquivRootsOfUnity,1,False,-1 |
| SpecialLinearGroup.centerEquivRootsOfUnity_invFun,1,False,-1 |
| Specialization,18,True,0 |
| Specializes,28,True,0 |
| SpecializingMap,4,True,0 |
| SpectralMap,27,True,0 |
| SpectralMap.mk,2,False,-1 |
| SpectralMapClass,3,True,0 |
| SpectralSpace,6,True,0 |
| SpectrumRestricts,34,True,0 |
| SpectrumRestricts.starAlgHom,1,False,-1 |
| Splits,1,False,-1 |
| Squarefree,16,True,0 |
| Squash,3,True,0 |
| StableUnderGeneralization,3,True,0 |
| StableUnderSpecialization,4,True,0 |
| StalkSkyscraperPresheafAdjunctionAuxs,11,True,0 |
| StandardBorelSpace,4,True,0 |
| StandardEtalePair,30,True,0 |
| StandardEtalePair.HasMap,2,False,-1 |
| StandardEtalePair.lift,1,False,-1 |
| StandardEtalePair.mk,2,False,-1 |
| StandardEtalePresentation,22,True,0 |
| StandardEtalePresentation.mk,2,False,-1 |
| Star,3,True,0 |
| StarAddMonoid,8,True,0 |
| StarAlgEquiv,76,True,0 |
| StarAlgEquiv.Simps,1,False,-1 |
| StarAlgEquiv.mk,3,False,-1 |
| StarAlgEquiv.symm_mk,1,True,0 |
| StarAlgEquivClass,2,True,0 |
| StarAlgEquivClass.toStarAlgEquiv,1,False,-1 |
| StarAlgHom,69,True,0 |
| StarAlgHom.codRestrict,1,False,-1 |
| StarAlgHom.mk,3,False,-1 |
| StarAlgHom.ofId,1,False,-1 |
| StarAlgHom.restrictScalars,1,False,-1 |
| StarAlgHomClass,4,True,0 |
| StarAlgHomClass.toStarAlgHom,1,False,-1 |
| StarAlgebra,26,True,0 |
| StarAlgebra.elemental,20,True,0 |
| StarConvex,32,True,0 |
| StarHomClass,3,True,0 |
| StarMemClass,10,True,0 |
| StarMemClass.instStar,1,False,-1 |
| StarModule,11,True,0 |
| StarMonoidHom,27,True,0 |
| StarMonoidHom.Simps,1,False,-1 |
| StarMonoidHom.mk,3,False,-1 |
| StarMul,5,True,0 |
| StarMulEquiv,40,True,0 |
| StarMulEquiv.Simps,2,False,-1 |
| StarMulEquiv.mk,3,False,-1 |
| StarOrderedRing,14,True,0 |
| StarRing,5,True,0 |
| StarRingEquiv,36,True,0 |
| StarRingEquiv.Simps,2,False,-1 |
| StarRingEquiv.mk,3,False,-1 |
| StarRingEquiv.symm_mk,1,True,0 |
| StarRingEquivClass,8,True,0 |
| StarRingEquivClass.toStarRingEquiv,1,False,-1 |
| StarRingHomClass,1,True,0 |
| StarSemigroup,1,False,-1 |
| StarSubalgebra,117,True,0 |
| StarSubalgebra.inclusion,1,False,-1 |
| StarSubalgebra.mk,2,False,-1 |
| StarSubsemiring,26,True,0 |
| StarSubsemiring.mk,2,False,-1 |
| StateCpsT,23,True,0 |
| StateRefT',17,True,0 |
| StateT,63,True,0 |
| StdGen,4,True,0 |
| StdGen.mk,2,False,-1 |
| StdSimplex,12,True,0 |
| StdSimplex.mk,3,True,0 |
| StdSimplex.single,1,False,-1 |
| StieltjesFunction,71,True,0 |
| StieltjesFunction.measure,1,False,-1 |
| StieltjesFunction.mk,3,True,0 |
| Stirling,22,False,-1 |
| StoneCech,1,False,-1 |
| Stonean,28,True,0 |
| Stonean.forget,1,False,-1 |
| Stream,1,False,-1 |
| Stream',187,True,0 |
| Stream'.Seq,225,True,0 |
| Stream'.Seq1,20,True,0 |
| Stream'.WSeq,214,True,0 |
| Stream'.iterate,1,True,0 |
| Stream'.take,1,False,-1 |
| StrictAnti,64,True,0 |
| StrictAntiOn,38,True,0 |
| StrictConcaveOn,40,True,0 |
| StrictConvex,31,True,0 |
| StrictConvexOn,43,True,0 |
| StrictConvexSpace,8,True,0 |
| StrictMono,102,True,0 |
| StrictMono.orderIsoOfRightInverse,1,True,0 |
| StrictMonoOn,56,True,0 |
| StrictOrderedSemiring,2,True,0 |
| String,517,True,0 |
| String.Internal,42,True,0 |
| String.Iterator,3,False,-1 |
| String.Legacy,102,True,0 |
| String.Matcher,12,True,0 |
| String.Pos,388,True,0 |
| String.Range,3,False,-1 |
| String.Slice,549,True,0 |
| String.String,1,False,-1 |
| String.ToSlice,3,True,0 |
| String.decodeChar,1,True,0 |
| String.firstDiffPos,2,True,0 |
| String.getUTF8Byte,1,True,0 |
| String.instDecidableEqPos,1,True,0 |
| String.ltb,3,True,0 |
| String.mapAux,1,True,0 |
| String.ofByteArray,3,True,0 |
| String.pos,1,False,-1 |
| String.slice,1,False,-1 |
| String.toAsciiByteArray,2,True,0 |
| String.utf8EncodeChar,2,True,0 |
| String.utf8EncodeCharFast,2,True,0 |
| String.utf8Len,1,False,-1 |
| StrongConcaveOn,2,False,-1 |
| StrongConvexOn,2,False,-1 |
| StrongDual,25,True,0 |
| StrongDual.NormedSpace,1,False,-1 |
| StrongDual.toLp,1,False,-1 |
| StrongFEPair,14,True,0 |
| StrongFEPair.mk,3,True,0 |
| StrongLT,3,False,-1 |
| StrongRankCondition,4,True,0 |
| StronglyLocallyContractibleSpace,4,True,0 |
| StronglyMeasurable,1,False,-1 |
| StronglyMeasurableAtFilter,2,True,0 |
| Structomorph,7,True,0 |
| Structomorph.mk,2,False,-1 |
| StructureGroupoid,37,True,0 |
| StructureGroupoid.HasGroupoid,1,True,0 |
| StructureGroupoid.LocalInvariantProp,67,True,0 |
| StructureGroupoid.mk,2,False,-1 |
| Sub,4,True,0 |
| SubAddAction,5,True,0 |
| SubAddAction.mk,2,False,-1 |
| SubAddAction.ofStabilizer,1,False,-1 |
| SubAddAction.vadd',1,False,-1 |
| SubMulAction,125,True,0 |
| SubMulAction.IsPreprimitive,1,True,0 |
| SubMulAction.IsPretransitive,1,True,0 |
| SubMulAction.SMulMemClass,5,True,0 |
| SubMulAction.fixingSubgroupEquivFixingSubgroup,1,False,-1 |
| SubMulAction.inclusion,2,True,0 |
| SubMulAction.instMul,1,False,-1 |
| SubMulAction.mk,2,False,-1 |
| SubMulAction.mulAction',1,False,-1 |
| SubMulAction.ofFixingSubgroup,6,True,0 |
| SubMulAction.ofStabilizer,15,True,0 |
| SubMulAction.smul',1,False,-1 |
| SubMulAction.stabilizer_of_subMul,1,True,0 |
| SubNegMonoid,14,True,0 |
| SubNegZeroMonoid,5,True,0 |
| SubRootedTree,7,True,0 |
| SubStarSemigroup,5,True,0 |
| SubStarSemigroup.mk,2,False,-1 |
| Subadditive,5,False,-1 |
| SubadditiveHomClass,2,True,0 |
| Subalgebra,421,True,0 |
| Subalgebra.FG,4,True,0 |
| Subalgebra.IsAlgebraic,1,True,0 |
| Subalgebra.LinearDisjoint,69,True,0 |
| Subalgebra.SeparatesPoints,2,True,0 |
| Subalgebra.algebra',1,False,-1 |
| Subalgebra.algebraicClosure,1,False,-1 |
| Subalgebra.copy,1,False,-1 |
| Subalgebra.equivOfEq,1,False,-1 |
| Subalgebra.iSupLift,1,False,-1 |
| Subalgebra.inclusion,4,True,0 |
| Subalgebra.involutiveStar,1,False,-1 |
| Subalgebra.mk,3,True,0 |
| Subalgebra.perfectClosure,1,False,-1 |
| Subalgebra.restrictScalars,1,False,-1 |
| Subalgebra.saturation,1,False,-1 |
| Subalgebra.topologicalClosure,1,True,0 |
| SubalgebraClass,7,True,0 |
| SubalgebraClass.toNormedAlgebra,1,False,-1 |
| Subarray,82,True,0 |
| SubarrayIterator,5,True,0 |
| SubarrayIterator.mk,2,False,-1 |
| Subbimodule,14,False,-1 |
| Subfield,222,True,0 |
| Subfield.extendScalars,4,True,0 |
| Subfield.fintypeBot,1,False,-1 |
| Subfield.mk,3,False,-1 |
| Subfield.toIntermediateField,1,False,-1 |
| Subfield.topologicalClosure,1,False,-1 |
| SubfieldClass,20,True,0 |
| Subgroup,1128,True,0 |
| Subgroup.Characteristic,2,True,0 |
| Subgroup.Commensurable,15,True,0 |
| Subgroup.FG,8,True,0 |
| Subgroup.FiniteIndex,2,True,0 |
| Subgroup.HasDetOne,2,True,0 |
| Subgroup.HasDetPlusMinusOne,4,True,0 |
| Subgroup.IsArithmetic,8,True,0 |
| Subgroup.IsComplement,54,True,0 |
| Subgroup.IsComplement',9,True,0 |
| Subgroup.IsFiniteRelIndex,3,True,0 |
| Subgroup.IsRegularAtInfty,1,False,-1 |
| Subgroup.IsSubnormal,16,True,0 |
| Subgroup.MapSubtype,3,True,0 |
| Subgroup.Normal,23,True,0 |
| Subgroup.NormalizerCondition,1,True,0 |
| Subgroup.SchurZassenhausInduction,1,False,-1 |
| Subgroup.SubgroupNormal,1,False,-1 |
| Subgroup.center,3,True,0 |
| Subgroup.fintypeQuotientOfFiniteIndex,1,False,-1 |
| Subgroup.inclusion,1,False,-1 |
| Subgroup.leftTransversals,5,True,0 |
| Subgroup.mk,3,True,0 |
| Subgroup.noncommPiCoprod,1,False,-1 |
| Subgroup.op,1,False,-1 |
| Subgroup.quotientMapOfLE,1,False,-1 |
| Subgroup.quotientSubgroupOfMapOfLE,1,False,-1 |
| Subgroup.subgroupOf,1,False,-1 |
| Subgroup.subgroupOfEquivOfLe,1,False,-1 |
| Subgroup.toGroup,1,False,-1 |
| Subgroup.topologicalClosure,1,False,-1 |
| Subgroup.unop,1,False,-1 |
| SubgroupClass,27,True,0 |
| SubgroupClass.div,1,False,-1 |
| SubgroupClass.toGroup,1,False,-1 |
| Sublattice,130,True,0 |
| Sublattice.Simps,1,False,-1 |
| Sublattice.mk,3,True,0 |
| Sublocale,32,True,0 |
| Sublocale.carrier,7,True,0 |
| Sublocale.mk,2,False,-1 |
| Submodule,1800,True,0 |
| Submodule.AddMonoidHom,1,False,-1 |
| Submodule.ClosedComplemented,6,True,0 |
| Submodule.Convex,1,True,0 |
| Submodule.FG,35,True,0 |
| Submodule.HasOrthogonalProjection,5,True,0 |
| Submodule.IsCompl,16,True,0 |
| Submodule.IsFullyInvariant,2,True,0 |
| Submodule.IsHomogeneous,1,True,0 |
| Submodule.IsLasker,1,False,-1 |
| Submodule.IsLattice,13,True,0 |
| Submodule.IsLocalizedModule,2,False,-1 |
| Submodule.IsMinimalPrimaryDecomposition,5,True,0 |
| Submodule.IsOrtho,14,True,0 |
| Submodule.IsPrimary,5,True,0 |
| Submodule.IsPrincipal,23,True,0 |
| Submodule.LinearDisjoint,49,True,0 |
| Submodule.MapSubtype,2,True,0 |
| Submodule.Quotient,63,True,0 |
| Submodule.QuotientBot,1,False,-1 |
| Submodule.QuotientTop,2,True,0 |
| Submodule.QuotientTorsion,2,True,0 |
| Submodule.closure,1,True,0 |
| Submodule.comapSubtypeEquivOfLe,1,False,-1 |
| Submodule.copy,1,False,-1 |
| Submodule.factor,1,False,-1 |
| Submodule.factorPow,1,False,-1 |
| Submodule.inclusion,1,False,-1 |
| Submodule.instNonUnitalSemiring,1,False,-1 |
| Submodule.instPowNat,1,False,-1 |
| Submodule.instSMul,1,False,-1 |
| Submodule.liftQ,1,False,-1 |
| Submodule.liftQSpanSingleton,1,False,-1 |
| Submodule.linearProjOfIsCompl,1,True,0 |
| Submodule.localized',1,False,-1 |
| Submodule.localized₀,1,False,-1 |
| Submodule.map,1,True,0 |
| Submodule.mapQ,1,True,0 |
| Submodule.mk,3,True,0 |
| Submodule.module',1,False,-1 |
| Submodule.mul,1,False,-1 |
| Submodule.mulLeftMap,1,False,-1 |
| Submodule.mulRightMap,1,False,-1 |
| Submodule.normedSpace,1,False,-1 |
| Submodule.orderIsoMapComap,1,False,-1 |
| Submodule.orthogonalDecomposition,1,False,-1 |
| Submodule.orthogonalProjection,1,False,-1 |
| Submodule.orthogonalProjectionFn,1,False,-1 |
| Submodule.pOrder,1,False,-1 |
| Submodule.piQuotientLift,1,False,-1 |
| Submodule.pointwiseDistribMulAction,1,False,-1 |
| Submodule.prodEquivOfIsCompl,1,False,-1 |
| Submodule.quotEquivOfEq,1,False,-1 |
| Submodule.quotientEquivOfIsCompl,1,False,-1 |
| Submodule.quotientPiLift,1,False,-1 |
| Submodule.quotientPi_aux,6,True,0 |
| Submodule.quotientQuotientEquivQuotientAux,1,False,-1 |
| Submodule.reflection,1,True,0 |
| Submodule.restrictScalars,3,True,0 |
| Submodule.setLike,1,False,-1 |
| Submodule.smithNormalFormBotBasis,1,False,-1 |
| Submodule.smithNormalFormCoeffs,1,False,-1 |
| Submodule.smithNormalFormTopBasis,1,False,-1 |
| Submodule.smul,1,False,-1 |
| Submodule.span,3,True,0 |
| Submodule.starProjection,1,True,0 |
| Submodule.tensorToSpan,1,False,-1 |
| Submodule.toSubalgebra,1,False,-1 |
| Submodule.topologicalClosure,2,True,0 |
| Submodule.torsionBy,2,False,-1 |
| Submodule.torsionBySet,1,False,-1 |
| Submodule.traceDual,1,True,0 |
| SubmoduleClass,3,True,0 |
| SubmoduleClass.module,1,False,-1 |
| SubmodulesBasis,7,True,0 |
| SubmodulesRingBasis,7,True,0 |
| Submonoid,569,True,0 |
| Submonoid.FG,12,True,0 |
| Submonoid.IsLocalizationMap,9,True,0 |
| Submonoid.IsUnit,1,False,-1 |
| Submonoid.LocalizationMap,156,True,0 |
| Submonoid.LocalizationWithZeroMap,6,False,-1 |
| Submonoid.center,4,True,0 |
| Submonoid.comap,1,False,-1 |
| Submonoid.copy,1,False,-1 |
| Submonoid.leftInvEquiv,1,False,-1 |
| Submonoid.log,1,False,-1 |
| Submonoid.map,1,True,0 |
| Submonoid.mk,3,True,0 |
| Submonoid.oneLE,1,False,-1 |
| Submonoid.pathComponentOne,1,False,-1 |
| Submonoid.pos,1,False,-1 |
| Submonoid.unitSphere,1,False,-1 |
| SubmonoidClass,22,True,0 |
| SubmonoidClass.nPow,1,False,-1 |
| SubmonoidClass.toCommMonoid,1,False,-1 |
| SubmonoidClass.toMonoid,1,False,-1 |
| SubmonoidClass.toMulOneClass,1,False,-1 |
| SubmultiplicativeHomClass,2,True,0 |
| Subobject,3,True,0 |
| Subrel,14,True,0 |
| Subrelation,3,True,0 |
| Subrepresentation,30,True,0 |
| Subrepresentation.mk,2,False,-1 |
| Subring,327,True,0 |
| Subring.InClosure,1,True,0 |
| Subring.center,4,False,-1 |
| Subring.copy,1,True,0 |
| Subring.mk,3,False,-1 |
| Subring.mk',1,False,-1 |
| SubringClass,21,True,0 |
| SubringClass.toCommRing,1,False,-1 |
| SubringClass.toNormedCommRing,1,False,-1 |
| SubringClass.toNormedRing,1,False,-1 |
| SubringClass.toSeminormedCommRing,1,False,-1 |
| SubringClass.toSeminormedRing,1,False,-1 |
| Subsemigroup,247,True,0 |
| Subsemigroup.center,1,True,0 |
| Subsemigroup.mk,3,True,0 |
| Subsemiring,318,True,0 |
| Subsemiring.center,4,True,0 |
| Subsemiring.copy,1,False,-1 |
| Subsemiring.mk,3,False,-1 |
| Subsemiring.mk',1,False,-1 |
| Subsemiring.nonneg,1,False,-1 |
| Subsemiring.topologicalClosure,1,False,-1 |
| SubsemiringClass,18,True,0 |
| SubsemiringClass.toCommSemiring,1,False,-1 |
| SubsemiringClass.toSemiring,1,False,-1 |
| Subsingleton,45,True,0 |
| Subspace,46,True,0 |
| Substring,12,True,0 |
| Substring.Raw,148,True,0 |
| SubtractionCommMonoid,5,True,0 |
| SubtractionMonoid,7,True,0 |
| Subtype,184,True,0 |
| Subtype.GCongr,4,True,0 |
| Subtype.boundedOrder,1,False,-1 |
| Subtype.coind,1,False,-1 |
| Subtype.impEmbedding,1,False,-1 |
| Subtype.instMax,1,False,-1 |
| Subtype.instMin,1,False,-1 |
| Subtype.lattice,1,False,-1 |
| Subtype.map,1,False,-1 |
| Subtype.mk,5,True,0 |
| Subtype.orderBot,1,False,-1 |
| Subtype.orderTop,1,False,-1 |
| Subtype.semilatticeInf,1,False,-1 |
| Subtype.semilatticeSup,1,False,-1 |
| Subtype.val,1,False,-1 |
| Succ,4,True,0 |
| SuccAddOrder,4,True,0 |
| SuccOrder,30,True,0 |
| SuccOrder.limitRecOn,1,False,-1 |
| SuccOrder.ofSuccLeIff,1,False,-1 |
| Sum,253,True,0 |
| Sum.Lex,83,True,0 |
| Sum.LiftRel,19,True,0 |
| Sum.getLeft,2,False,-1 |
| Sum.getRight,2,False,-1 |
| Sum.inl,3,True,0 |
| Sum.inr,3,True,0 |
| Sum.instBEq,1,True,0 |
| Sum3,3,True,0 |
| Summable,66,True,0 |
| SummableLocallyUniformlyOn,2,True,0 |
| SummationFilter,66,True,0 |
| SummationFilter.HasProd,1,False,-1 |
| SummationFilter.HasSupport,2,True,0 |
| SummationFilter.LeAtTop,2,True,0 |
| SummationFilter.NeBot,2,True,0 |
| SummationFilter.mk,2,True,0 |
| SupBotHom,44,True,0 |
| SupBotHom.mk,3,False,-1 |
| SupBotHomClass,4,True,0 |
| SupClosed,18,True,0 |
| SupConvergenceClass,2,True,0 |
| SupHom,64,True,0 |
| SupHom.mk,3,False,-1 |
| SupHomClass,3,True,0 |
| SupIrred,6,True,0 |
| SupPrime,7,True,0 |
| SupSet,3,True,0 |
| Surreal,50,True,0 |
| Surreal.Multiplication,65,True,0 |
| Sylow,88,True,0 |
| Sylow.mk,2,False,-1 |
| Sylow.subtype,1,True,0 |
| Sym,121,True,0 |
| Sym.cast,1,False,-1 |
| Sym.erase,1,False,-1 |
| Sym.mk,1,False,-1 |
| Sym2,164,True,0 |
| Sym2.GameAdd,8,True,0 |
| Sym2.IsDiag,4,True,0 |
| Sym2.Mem,5,True,0 |
| Sym2.Rel,6,True,0 |
| Sym2.fromRel,2,True,0 |
| Sym2.map,1,True,0 |
| SymAlg,62,False,-1 |
| SymOptionSuccEquiv,8,True,0 |
| Symbol,6,True,0 |
| Symbol.nonterminal,2,True,0 |
| Symbol.terminal,2,False,-1 |
| Symmetric,8,True,0 |
| SymmetricAlgebra,26,True,0 |
| SymmetricAlgebra.IsSymmetricAlgebra,1,False,-1 |
| SymmetricPower,12,True,0 |
| SymmetricPower.Rel,1,True,0 |
| SymplecticGroup,16,False,-1 |
| SzemerediRegularity,44,True,0 |
| SzemerediRegularity.Positivity,1,False,-1 |
| SzemerediRegularity.chunk,1,False,-1 |
| SzemerediRegularity.increment,1,False,-1 |
| SzemerediRegularity.star,1,False,-1 |
| T0Space,4,True,0 |
| T1Space,3,True,0 |
| T25Space,4,True,0 |
| T2Quotient,13,True,0 |
| T2Quotient.lift,1,True,0 |
| T2Space,7,True,0 |
| T35Space,4,True,0 |
| T3Space,4,True,0 |
| T4Space,6,True,0 |
| T5Space,6,True,0 |
| T6Space,4,True,0 |
| TProd,1,True,0 |
| TangentBundle,21,True,0 |
| TangentSpace,2,True,0 |
| TannakaDuality.FiniteGroup,29,False,-1 |
| TemperedDistribution,57,True,0 |
| TemperedDistribution.instFourierTransform,1,False,-1 |
| TemperedDistribution.instFourierTransformInv,1,False,-1 |
| TemperedDistribution.instLaplacian,1,False,-1 |
| Tendsto,3,False,-1 |
| TendstoLocallyUniformly,33,True,0 |
| TendstoLocallyUniformlyOn,38,True,0 |
| TendstoUniformly,15,True,0 |
| TendstoUniformlyOn,24,True,0 |
| TendstoUniformlyOnFilter,13,True,0 |
| TensorAlgebra,60,True,0 |
| TensorAlgebra.GradedAlgebra,2,True,0 |
| TensorAlgebra.Rel,2,True,0 |
| TensorAlgebra.SymRel,1,True,0 |
| TensorPower,38,True,0 |
| TensorPower.cast,1,False,-1 |
| TensorProduct,466,True,0 |
| TensorProduct.Algebra,11,True,0 |
| TensorProduct.AlgebraTensorModule,90,True,0 |
| TensorProduct.CompatibleSMul,5,True,0 |
| TensorProduct.Eqv,6,True,0 |
| TensorProduct.LieModule,15,True,0 |
| TensorProduct.LinearIndepOn,2,False,-1 |
| TensorProduct.Neg,1,True,0 |
| TensorProduct.SMul,2,True,0 |
| TensorProduct.VanishesTrivially,1,True,0 |
| TensorProduct.dualDistribInvOfBasis,1,False,-1 |
| TensorProduct.instInvolutiveStar,1,False,-1 |
| TensorProduct.instStar,1,False,-1 |
| TensorProduct.instStarAddMonoid,1,False,-1 |
| TensorProduct.instStarMul,1,False,-1 |
| TensorProduct.leftDistribMulAction,1,False,-1 |
| TensorProduct.leftHasSMul,1,False,-1 |
| TensorProduct.leftModule,1,False,-1 |
| TensorProduct.lid',1,False,-1 |
| TensorProduct.lift,6,True,0 |
| TensorProduct.liftAddHom,1,False,-1 |
| TensorProduct.liftAux,2,True,0 |
| TensorProduct.mapOfCompatibleSMul,1,False,-1 |
| TestFunction,59,True,0 |
| TestFunction.Simps,1,False,-1 |
| TestFunction.instModuleOfSMulCommClassRealOfContinuousConstSMul,1,False,-1 |
| TestFunction.instSMulOfSMulCommClassRealOfContinuousConstSMul,1,False,-1 |
| TestFunction.mk,3,False,-1 |
| TestFunction.mkCLM,1,False,-1 |
| TestFunction.ofSupportedIn,1,False,-1 |
| TestFunctionClass,8,True,0 |
| ThreeAPFree,1,True,0 |
| ThreeGPFree,11,True,0 |
| Thunk,21,True,0 |
| Thunk.mk,2,False,-1 |
| TietzeExtension,5,True,0 |
| Tilt,1,False,-1 |
| ToBool,3,True,0 |
| ToStream,1,False,-1 |
| ToString,3,True,0 |
| Top,5,True,0 |
| TopCat,277,True,0 |
| TopCat.GlueData,52,True,0 |
| TopCat.Hom,9,True,0 |
| TopCat.LocalPredicate,7,True,0 |
| TopCat.Opens,2,True,0 |
| TopCat.PrelocalPredicate,13,True,0 |
| TopCat.Presheaf,303,True,0 |
| TopCat.RelativeCWComplex,1,True,0 |
| TopCat.Sheaf,44,True,0 |
| TopCat.continuousFunctions,2,True,0 |
| TopCat.of,4,False,-1 |
| TopCat.partialSections,3,True,0 |
| TopCat.subpresheafToTypes,2,True,0 |
| TopCommRingCat,18,True,0 |
| TopCommRingCat.of,2,False,-1 |
| TopHom,46,True,0 |
| TopHom.mk,2,False,-1 |
| TopHomClass,3,True,0 |
| TopModuleCat,86,True,0 |
| TopModuleCat.Hom,4,True,0 |
| TopModuleCat.mk,2,False,-1 |
| TopologicalAbelianization,1,False,-1 |
| TopologicalGroup,2,False,-1 |
| TopologicalLattice,3,True,0 |
| TopologicalSpace,166,True,0 |
| TopologicalSpace.Clopens,47,True,0 |
| TopologicalSpace.Closeds,91,True,0 |
| TopologicalSpace.CompactOpens,49,True,0 |
| TopologicalSpace.Compacts,101,True,0 |
| TopologicalSpace.Countable,1,True,0 |
| TopologicalSpace.DiscreteTopology,1,True,0 |
| TopologicalSpace.Fiber,8,True,0 |
| TopologicalSpace.Finite,1,True,0 |
| TopologicalSpace.FirstCountableTopology,1,True,0 |
| TopologicalSpace.GenerateOpen,10,True,0 |
| TopologicalSpace.IrreducibleCloseds,39,True,0 |
| TopologicalSpace.IsCompletelyMetrizableSpace,11,True,0 |
| TopologicalSpace.IsCompletelyPseudoMetrizableSpace,7,True,0 |
| TopologicalSpace.IsOpenCover,29,True,0 |
| TopologicalSpace.IsSeparable,13,True,0 |
| TopologicalSpace.IsTopologicalBasis,45,True,0 |
| TopologicalSpace.MetrizableSpace,4,True,0 |
| TopologicalSpace.NoetherianSpace,13,True,0 |
| TopologicalSpace.NonemptyCompacts,106,True,0 |
| TopologicalSpace.OpenNhds,26,True,0 |
| TopologicalSpace.OpenNhdsOf,20,True,0 |
| TopologicalSpace.Opens,192,True,0 |
| TopologicalSpace.PositiveCompacts,38,True,0 |
| TopologicalSpace.PseudoMetrizableSpace,7,True,0 |
| TopologicalSpace.Quotient,1,True,0 |
| TopologicalSpace.SecondCountableTopology,3,True,0 |
| TopologicalSpace.SeparableSpace,3,True,0 |
| TopologicalSpace.Subtype,2,True,0 |
| TopologicalSpace.UpgradedIsCompletelyMetrizableSpace,4,True,0 |
| TopologicalSpace.UpgradedIsCompletelyPseudoMetrizableSpace,4,True,0 |
| TopologicalSpace.countableBasis,1,False,-1 |
| TopologicalSpace.denseSeq,1,False,-1 |
| TopologicalSpace.instWithTopOfOrderTopology,1,False,-1 |
| TopologicalSpace.mk,1,False,-1 |
| TopologicalSpace.upgradeIsCompletelyMetrizable,1,False,-1 |
| TopologicalSpace.vietoris,6,True,0 |
| Topology,99,True,0 |
| Topology.CWComplex,48,True,0 |
| Topology.Homotopy,1,False,-1 |
| Topology.IsClosedEmbedding,52,True,0 |
| Topology.IsCoherentWith,11,True,0 |
| Topology.IsConstructible,22,True,0 |
| Topology.IsEmbedding,74,True,0 |
| Topology.IsGeneratedBy,19,True,0 |
| Topology.IsInducing,105,True,0 |
| Topology.IsLawson,5,True,0 |
| Topology.IsLocallyConstructible,19,True,0 |
| Topology.IsLower,20,True,0 |
| Topology.IsLowerSet,17,True,0 |
| Topology.IsOpenEmbedding,66,True,0 |
| Topology.IsQuotientMap,51,True,0 |
| Topology.IsScott,22,True,0 |
| Topology.IsScottHausdorff,8,True,0 |
| Topology.IsUpper,19,True,0 |
| Topology.IsUpperSet,19,True,0 |
| Topology.RelCWComplex,154,True,0 |
| Topology.WithGeneratedByTopology,6,True,0 |
| Topology.WithLawson,18,True,0 |
| Topology.WithLower,23,True,0 |
| Topology.WithLowerSet,24,True,0 |
| Topology.WithScott,15,True,0 |
| Topology.WithUpper,22,True,0 |
| Topology.WithUpperSet,25,True,0 |
| Torsion,1,False,-1 |
| TorusIntegrable,6,True,0 |
| TotalComplexShape,10,True,0 |
| TotalComplexShapeSymmetry,7,True,0 |
| TotalComplexShapeSymmetrySymmetry,2,True,0 |
| TotallyBounded,14,True,0 |
| TotallyDisconnectedSpace,6,True,0 |
| TotallySeparatedSpace,5,True,0 |
| Trans,4,True,0 |
| Trans.trans,1,False,-1 |
| Transcendental,17,True,0 |
| Transitive,1,False,-1 |
| Traversable,42,True,0 |
| Traversable.Free,1,False,-1 |
| Traversable.foldl,2,True,0 |
| Traversable.foldlm,1,True,0 |
| Traversable.foldr,1,True,0 |
| Traversable.foldrm,1,True,0 |
| Tree,36,True,0 |
| Tree.brecOn,2,False,-1 |
| Tree.height,1,False,-1 |
| Tree.map,1,False,-1 |
| Tree.nil,1,False,-1 |
| Tree.node,2,True,0 |
| Tree.numLeaves,1,False,-1 |
| Tree.numNodes,1,False,-1 |
| Tree.traverse,1,False,-1 |
| Tree.treesOfNumNodesEq,1,False,-1 |
| TrivSqZeroExt,249,True,0 |
| TrivSqZeroExt.IsEmbedding,2,False,-1 |
| TrivSqZeroExt.algebra',1,False,-1 |
| TrivSqZeroExt.commRing,1,False,-1 |
| TrivSqZeroExt.lift,1,False,-1 |
| TrivSqZeroExt.monoid,1,False,-1 |
| TrivSqZeroExt.ring,1,False,-1 |
| TrivSqZeroExt.semiring,1,False,-1 |
| TrivialLieModule,6,False,-1 |
| TrivialStar,3,True,0 |
| Trivialization,209,True,0 |
| Trivialization.IsLinear,2,True,0 |
| Trivialization.Prod,6,True,0 |
| Trivialization.Simps,2,False,-1 |
| Trivialization.basisAt,1,False,-1 |
| Trivialization.continuousLinearEquivAt,1,False,-1 |
| Trivialization.continuousLinearMap,1,False,-1 |
| Trivialization.continuousLinearMapAt,1,False,-1 |
| Trivialization.coordChangeHomeomorph,1,False,-1 |
| Trivialization.coordChangeL,1,False,-1 |
| Trivialization.linearEquivAt,1,False,-1 |
| Trivialization.linearMapAt,1,False,-1 |
| Trivialization.localFrame,1,False,-1 |
| Trivialization.mk,3,True,0 |
| Trivialization.preimageHomeomorph_symm_apply,1,True,0 |
| Trivialization.prod,1,True,0 |
| Trivialization.sourceHomeomorphBaseSetProd_symm_apply,1,True,0 |
| Trivialization.symmL,1,False,-1 |
| Trivialization.symmₗ,1,False,-1 |
| Trivialization.toPretrivialization,1,True,0 |
| Tropical,101,True,0 |
| Tropical.instDistribTropical,1,False,-1 |
| True,1,False,-1 |
| Trunc,31,True,0 |
| Trunc.lift,1,False,-1 |
| TruncatedWittVector,42,True,0 |
| TruncatedWittVector.hasNatPow,1,False,-1 |
| TruncatedWittVector.instAdd,1,False,-1 |
| TruncatedWittVector.instCommRing,1,False,-1 |
| TruncatedWittVector.instMul,1,False,-1 |
| TruncatedWittVector.instNatCast,1,False,-1 |
| TruncatedWittVector.truncate,1,False,-1 |
| TsirelsonInequality,1,True,0 |
| Tuple,25,True,0 |
| Tuple.graph,2,True,0 |
| Turing,60,True,7 |
| Turing.BlankExtends,5,True,7 |
| Turing.BlankRel,8,True,7 |
| Turing.Dir,9,True,7 |
| Turing.EvalsTo,8,True,7 |
| Turing.EvalsToInTime,8,True,7 |
| Turing.FinTM2,25,True,7 |
| Turing.ListBlank,39,True,7 |
| Turing.PartrecToTM2,210,False,-1 |
| Turing.PointedMap,10,True,7 |
| Turing.Reaches,1,False,-1 |
| Turing.Reaches₀,6,False,-1 |
| Turing.Reaches₁,1,False,-1 |
| Turing.TM0,33,False,-1 |
| Turing.TM0to1,13,False,-1 |
| Turing.TM1,49,False,-1 |
| Turing.TM1to0,10,False,-1 |
| Turing.TM1to1,39,False,-1 |
| Turing.TM2,53,True,7 |
| Turing.TM2Computable,6,True,7 |
| Turing.TM2ComputableAux,7,True,7 |
| Turing.TM2ComputableInPolyTime,8,True,7 |
| Turing.TM2ComputableInTime,8,True,7 |
| Turing.TM2OutputsInTime,1,True,7 |
| Turing.TM2to1,63,False,-1 |
| Turing.Tape,44,True,7 |
| Turing.ToPartrec,102,False,-1 |
| Turing.instInhabitedDir,1,True,7 |
| TuringDegree,1,False,-1 |
| TuringEquivalent,4,False,-1 |
| TuringReducible,4,True,0 |
| TwoP,31,True,0 |
| TwoP.mk,2,False,-1 |
| TwoPointing,32,True,0 |
| TwoPointing.mk,2,False,-1 |
| TwoSidedIdeal,175,True,0 |
| TwoSidedIdeal.comap,1,False,-1 |
| TwoSidedIdeal.equivMatrix,1,False,-1 |
| TwoSidedIdeal.ker,1,False,-1 |
| TwoSidedIdeal.mk,2,True,0 |
| TwoSidedIdeal.mk',1,False,-1 |
| TwoUniqueProds,10,True,0 |
| TwoUniqueSums,2,True,0 |
| TypeName,2,False,-1 |
| TypeVec,107,True,0 |
| TypeVec.Arrow,5,True,0 |
| TypeVec.Curry,1,False,-1 |
| TypeVec.const,1,False,-1 |
| TypeVec.diagSub,1,False,-1 |
| TypeVec.last,1,False,-1 |
| TypeVec.ofSubtype,1,False,-1 |
| TypeVec.prod,9,True,0 |
| TypeVec.repeatEq,1,False,-1 |
| TypeVec.subtypeVal,1,False,-1 |
| TypeVec.toSubtype,1,False,-1 |
| TypeVec.toSubtype',1,False,-1 |
| Types,8,True,0 |
| UCompactlyGeneratedSpace,4,True,0 |
| UInt16,603,True,0 |
| UInt16.ofBitVec,2,True,0 |
| UInt16.ofNatLT,1,True,0 |
| UInt16.toFin,1,False,-1 |
| UInt32,603,True,0 |
| UInt32.ofBitVec,2,True,0 |
| UInt32.ofNatLT,1,True,0 |
| UInt32.toFin,1,False,-1 |
| UInt64,593,True,0 |
| UInt64.ofBitVec,2,True,0 |
| UInt64.ofNatLT,1,True,0 |
| UInt64.toFin,1,False,-1 |
| UInt8,618,True,0 |
| UInt8.ofBitVec,2,True,0 |
| UInt8.ofNatLT,1,True,0 |
| UInt8.toFin,1,False,-1 |
| UInt8.utf8ByteSize,3,True,0 |
| ULift,252,True,0 |
| ULift.rec,1,False,-1 |
| ULift.up,2,True,0 |
| ULiftable,15,True,0 |
| ULower,11,True,0 |
| USize,582,True,0 |
| USize.ofBitVec,2,True,0 |
| USize.ofNatLT,1,True,0 |
| USize.toFin,1,True,0 |
| UV,25,True,0 |
| UV.IsCompressed,2,True,0 |
| Ultrafilter,92,True,0 |
| Ultrafilter.mk,2,False,-1 |
| Ultrafilter.of,1,False,-1 |
| Uncountable,4,True,0 |
| Under,1,True,0 |
| Uniform,13,True,0 |
| UniformCauchySeqOn,11,True,0 |
| UniformCauchySeqOnFilter,5,True,0 |
| UniformConcaveOn,6,True,12 |
| UniformContinuous,45,True,0 |
| UniformContinuousConstSMul,4,True,0 |
| UniformContinuousConstVAdd,2,True,0 |
| UniformContinuousOn,14,True,0 |
| UniformContinuous₂,4,False,-1 |
| UniformConvergenceCLM,42,True,0 |
| UniformConvergenceCLM.instAddCommGroup,1,False,-1 |
| UniformConvergenceCLM.instDistribMulAction,1,False,-1 |
| UniformConvergenceCLM.instModule,1,False,-1 |
| UniformConvergenceCLM.instTopologicalSpace,1,False,-1 |
| UniformConvergenceCLM.instUniformSpace,1,False,-1 |
| UniformConvexOn,6,True,12 |
| UniformConvexSpace,3,True,0 |
| UniformEquicontinuous,5,True,0 |
| UniformEquicontinuousOn,5,True,0 |
| UniformEquiv,86,True,0 |
| UniformEquiv.Simps,2,False,-1 |
| UniformEquiv.mk,3,True,0 |
| UniformFun,73,True,0 |
| UniformFun.instPseudoMetricSpaceOfBoundedSpace,1,False,-1 |
| UniformFunOn,1,True,0 |
| UniformOnFun,95,True,0 |
| UniformOnFun.instEDistOfFiniteElemSet,1,False,-1 |
| UniformOnFun.instPseudoEMetricSpace,1,False,-1 |
| UniformSpace,97,True,0 |
| UniformSpace.Completion,164,True,0 |
| UniformSpace.Core,14,True,0 |
| UniformSpace.hausdorff,11,True,0 |
| UniformSpace.mk,1,False,-1 |
| UniformSpace.replaceTopology,1,False,-1 |
| UniformSpace.toTopologicalSpace,1,False,-1 |
| UniformSpaceCat,31,True,0 |
| UniformSpaceCat.Hom,8,True,0 |
| UniformSpaceCat.of,2,False,-1 |
| Uniformity,1,False,-1 |
| Union,3,True,0 |
| Unique,22,True,0 |
| Unique.mk,2,False,-1 |
| UniqueDiffOn,10,True,0 |
| UniqueDiffWithinAt,22,True,0 |
| UniqueFactorizationDomain,2,False,-1 |
| UniqueFactorizationMonoid,136,True,0 |
| UniqueFactorizationMonoid.factors,1,True,0 |
| UniqueFactorizationMonoid.normalizedFactors,1,True,0 |
| UniqueFactorizationMonoid.primeFactors,1,True,0 |
| UniqueFactorizationMonoid.radical,1,True,0 |
| UniqueMDiffOn,13,True,0 |
| UniqueMDiffWithinAt,13,True,0 |
| UniqueMul,17,True,0 |
| UniqueProds,10,True,0 |
| UniqueSums,2,True,0 |
| Unit,5,True,0 |
| UnitAddCircle,8,False,-1 |
| UnitAddTorus,26,False,-1 |
| UnitAddTorus.mFourierLp,1,False,-1 |
| UnitalShelf,10,True,0 |
| Unitary,106,True,0 |
| Unitary.conjStarAlgAut,1,False,-1 |
| Unitary.path,1,False,-1 |
| Unitization,194,True,0 |
| Unitization.IsIdempotentElem,1,True,0 |
| Unitization.instAlgebra,1,False,-1 |
| Unitization.instMonoid,1,False,-1 |
| Unitization.instNormedRing,1,False,-1 |
| Unitization.instRing,1,False,-1 |
| Unitization.instSemiring,1,False,-1 |
| Unitization.instStarRing,1,False,-1 |
| Unitization.starLift,1,False,-1 |
| Unitization.starMap,1,False,-1 |
| Units,316,True,0 |
| Units.Simps,1,False,-1 |
| Units.add,1,False,-1 |
| Units.copy,1,True,0 |
| Units.liftRight,1,False,-1 |
| Units.mk,4,True,0 |
| Units.mk0,1,True,0 |
| Units.mkOfMulEqOne,1,False,-1 |
| Units.ofNearby,1,False,-1 |
| Units.ofPowEqOne,1,False,-1 |
| Units.oneSub,1,True,0 |
| Units.posSubgroup,1,False,-1 |
| UnitsInt,2,True,0 |
| UnivLE,8,True,0 |
| UniversalEnvelopingAlgebra,12,True,0 |
| UniversalEnvelopingAlgebra.Rel,1,True,0 |
| UpgradedStandardBorel,6,True,0 |
| UpperHalfPlane,225,True,0 |
| UpperHalfPlane.IsBoundedAtImInfty,1,True,0 |
| UpperHalfPlane.IsZeroAtImInfty,12,True,0 |
| UpperHalfPlane.mk,1,True,0 |
| UpperHemicontinuous,13,True,0 |
| UpperHemicontinuousAt,12,True,0 |
| UpperHemicontinuousOn,11,False,-1 |
| UpperHemicontinuousWithinAt,11,True,0 |
| UpperSemicontinuous,16,True,0 |
| UpperSemicontinuousAt,11,True,0 |
| UpperSemicontinuousOn,14,False,-1 |
| UpperSemicontinuousWithinAt,10,True,0 |
| UpperSet,155,True,0 |
| UpperSet.Simps,1,False,-1 |
| UpperSet.instSMul,1,False,-1 |
| UpperSet.mk,3,True,0 |
| Urysohns,1,True,0 |
| Urysohns.CU,40,True,0 |
| VAdd,5,True,0 |
| VAddAssocClass,2,True,0 |
| VAddCommClass,3,True,0 |
| VAddCon,4,True,0 |
| VAddCon.mk,2,False,-1 |
| VAddMemClass,2,True,0 |
| VSub,3,True,0 |
| Valuation,205,True,0 |
| Valuation.Compatible,4,True,0 |
| Valuation.FiniteField,3,False,-1 |
| Valuation.HasExtension,30,True,0 |
| Valuation.Integer,1,True,0 |
| Valuation.Integers,38,True,0 |
| Valuation.IsEquiv,26,True,0 |
| Valuation.IsNontrivial,5,True,0 |
| Valuation.IsRankOneDiscrete,16,True,0 |
| Valuation.IsTrivialOn,3,True,0 |
| Valuation.IsUniformizer,11,True,0 |
| Valuation.RankOne,14,True,0 |
| Valuation.Uniformizer,12,True,0 |
| Valuation.integer,4,True,0 |
| Valuation.map,1,False,-1 |
| Valuation.mk,3,True,0 |
| Valuation.valuationSubring,1,True,0 |
| ValuationClass,3,True,0 |
| ValuationRing,38,True,0 |
| ValuationRing.linearOrder,1,False,-1 |
| ValuationRing.linearOrderedCommGroupWithZero,1,False,-1 |
| ValuationSubring,157,True,0 |
| ValuationSubring.idealOfLE,1,False,-1 |
| ValuationSubring.inclusion,1,False,-1 |
| ValuationSubring.mapOfLE,1,False,-1 |
| ValuationSubring.mk,2,False,-1 |
| ValuationSubring.ofPrime,1,False,-1 |
| ValuativeExtension,11,True,0 |
| ValuativeExtension.mapPosSubmonoid,1,False,-1 |
| ValuativeExtension.mapValueGroupWithZero,1,False,-1 |
| ValuativePreorder,2,True,0 |
| ValuativeRel,187,True,0 |
| ValuativeRel.IsDiscrete,3,True,0 |
| ValuativeRel.IsNontrivial,3,True,0 |
| ValuativeRel.IsRankLeOne,4,True,0 |
| ValuativeRel.RankLeOneStruct,6,True,0 |
| ValuativeRel.Rel,5,False,-1 |
| ValuativeRel.SRel,3,False,-1 |
| ValuativeRel.ValueGroupWithZero,32,True,0 |
| ValuativeRel.uniformizer,1,False,-1 |
| ValuativeRel.veq,7,True,0 |
| ValuativeRel.vle,6,True,0 |
| ValuativeRel.vlt,4,True,0 |
| ValuativeTopology,11,False,-1 |
| ValueDistribution,82,True,23 |
| ValueDistribution.logCounting,1,False,-1 |
| Valued,68,True,0 |
| Valued.integer,20,True,0 |
| Valued.toNormedField,7,True,0 |
| ValuedCSP,2,True,18 |
| ValuedCSP.Instance,2,False,-1 |
| ValuedCSP.Term,9,True,18 |
| ValuedRing,1,True,0 |
| Vector,1343,True,0 |
| Vector.Mem,2,True,0 |
| Vector.Perm,14,True,0 |
| Vector.attachWith,1,False,-1 |
| Vector.back,1,False,-1 |
| Vector.cast,1,True,0 |
| Vector.eraseIdx,1,False,-1 |
| Vector.getElem_zero_flatten,1,True,0 |
| Vector.insertIdx,1,False,-1 |
| Vector.mapFinIdxM,3,True,0 |
| Vector.mk,3,True,0 |
| Vector.pmap,1,True,0 |
| Vector.set,1,True,0 |
| Vector.swap,1,False,-1 |
| Vector3,27,True,0 |
| VectorAllP,1,False,-1 |
| VectorBundle,5,True,0 |
| VectorBundleCore,55,True,0 |
| VectorBundleCore.IsContMDiff,2,True,0 |
| VectorBundleCore.localTriv,1,True,0 |
| VectorBundleCore.mk,2,False,-1 |
| VectorField,135,True,0 |
| VectorField.DifferentiableWithinAt,1,False,-1 |
| VectorFourier,37,True,0 |
| VectorPrebundle,28,True,0 |
| VectorPrebundle.IsContMDiff,2,True,0 |
| VectorPrebundle.mk,2,False,-1 |
| VectorSpace,1,True,0 |
| VertexOperator,12,False,-1 |
| Vitali,5,True,0 |
| VitaliFamily,56,True,0 |
| VitaliFamily.FineSubfamilyOn,15,True,0 |
| VitaliFamily.limRatioMeas,1,False,-1 |
| VitaliFamily.mk,3,False,-1 |
| Void,3,True,0 |
| VonNeumannAlgebra,18,True,0 |
| VonNeumannAlgebra.IsIdempotentElem,1,False,-1 |
| VonNeumannAlgebra.IsStarProjection,1,False,-1 |
| VonNeumannAlgebra.mk,3,False,-1 |
| WCovBy,36,True,0 |
| WStarAlgebra,2,True,0 |
| WType,45,True,0 |
| WType.Listα,7,True,0 |
| WType.Natα,7,True,0 |
| WType.brecOn,2,False,-1 |
| WType.mk,2,True,0 |
| WType.ofList,1,False,-1 |
| WType.ofNat,1,False,-1 |
| WType.toList,1,False,-1 |
| WType.toNat,1,False,-1 |
| Wbtw,58,True,0 |
| WeakBilin,14,True,0 |
| WeakDual,37,True,0 |
| WeakDual.CharacterSpace,39,True,0 |
| WeakDual.Complex,1,True,0 |
| WeakDual.gelfandTransform,1,False,-1 |
| WeakFEPair,37,True,0 |
| WeakFEPair.mk,3,True,0 |
| WeakSpace,9,True,0 |
| WeaklyLawfulMonadAttach,6,True,0 |
| WeaklyLocallyCompactSpace,3,True,0 |
| WeierstrassCurve,429,True,0 |
| WeierstrassCurve.Affine,190,True,0 |
| WeierstrassCurve.IsCharNeTwoNF,3,True,0 |
| WeierstrassCurve.IsCharThreeJNeZeroNF,4,True,0 |
| WeierstrassCurve.IsCharThreeNF,2,True,0 |
| WeierstrassCurve.IsCharTwoJEqZeroNF,3,True,0 |
| WeierstrassCurve.IsCharTwoJNeZeroNF,4,True,0 |
| WeierstrassCurve.IsCharTwoNF,2,True,0 |
| WeierstrassCurve.IsElliptic,2,True,0 |
| WeierstrassCurve.IsGoodReduction,3,True,0 |
| WeierstrassCurve.IsIntegral,2,True,0 |
| WeierstrassCurve.IsMinimal,2,True,0 |
| WeierstrassCurve.IsShortNF,4,True,0 |
| WeierstrassCurve.Jacobian,309,True,0 |
| WeierstrassCurve.Projective,311,True,0 |
| WeierstrassCurve.VariableChange,28,True,0 |
| WeierstrassCurve.integralModel,1,False,-1 |
| WeierstrassCurve.j,1,True,0 |
| WeierstrassCurve.mk,2,False,-1 |
| WeierstrassCurve.toShortNFOfCharThree,1,False,-1 |
| WeierstrassCurve.valuation_Δ_aux,1,True,0 |
| WeierstrassCurve.Δ',1,False,-1 |
| WellFounded,61,True,0 |
| WellFounded.Nat,7,True,0 |
| WellFounded.extrinsicFix₂,1,False,-1 |
| WellFounded.extrinsicFix₃,1,False,-1 |
| WellFounded.fix,1,False,-1 |
| WellFounded.fixF,1,False,-1 |
| WellFounded.min,1,True,0 |
| WellFoundedGT,11,True,0 |
| WellFoundedLT,12,True,0 |
| WellFoundedRelation,7,True,0 |
| WellFoundedRelation.mk,1,False,-1 |
| WellOrder,6,True,0 |
| WellOrder.mk,2,False,-1 |
| WellOrderExtension,1,False,-1 |
| WellOrderingRel,1,True,0 |
| WellQuasiOrdered,4,True,0 |
| WellQuasiOrderedLE,4,True,0 |
| WfDvdMonoid,14,True,0 |
| WideSubquiver,2,True,0 |
| WithAbs,32,True,0 |
| WithBot,401,True,0 |
| WithBot.IsWellOrder,2,False,-1 |
| WithBot.LE,2,True,0 |
| WithBot.LT,2,True,0 |
| WithBot.WithTop,2,True,0 |
| WithBot.instCommSemiring,1,False,-1 |
| WithBot.instMonoidWithZero,1,False,-1 |
| WithBot.instMulZeroOneClass,1,False,-1 |
| WithBot.trichotomous,2,False,-1 |
| WithBot.unbot,1,False,-1 |
| WithBot.unbotA,1,False,-1 |
| WithBotTop,14,False,-1 |
| WithCStarModule,95,True,0 |
| WithCStarModule.instCStarModule,1,False,-1 |
| WithCStarModule.instCStarModuleForall,1,False,-1 |
| WithCStarModule.instNormedAddCommGroupForall,1,False,-1 |
| WithCStarModule.normedAddCommGroupPiAux,1,False,-1 |
| WithCStarModule.normedAddCommGroupProdAux,1,False,-1 |
| WithIdeal,8,True,0 |
| WithIdealFilter,8,False,-1 |
| WithLp,233,True,0 |
| WithLp.instAlgebraOfNatENNRealUnitizationOfIsScalarTower,1,False,-1 |
| WithLp.instProdNormedAddCommGroup,1,False,-1 |
| WithLp.instProdPseudoEMetricSpace,1,False,-1 |
| WithLp.instProdPseudoMetricSpace,1,False,-1 |
| WithLp.instProdSeminormedAddCommGroup,1,False,-1 |
| WithLp.instUnitizationNormedRing,1,False,-1 |
| WithLp.instUnitizationRing,1,False,-1 |
| WithLp.prodPseudoEMetricAux,1,False,-1 |
| WithLp.pseudoMetricSpaceToProd,1,False,-1 |
| WithLp.toLp,2,False,-1 |
| WithOne,61,True,0 |
| WithOne.unone,1,False,-1 |
| WithSeminorms,34,True,0 |
| WithTop,306,True,0 |
| WithTop.IsWellOrder,2,False,-1 |
| WithTop.LinearOrderedAddCommGroup,9,True,0 |
| WithTop.MeasurableEquiv,1,True,0 |
| WithTop.WithBot,2,False,-1 |
| WithTop.instCommMonoidWithZero,1,False,-1 |
| WithTop.instCommSemiring,1,False,-1 |
| WithTop.instMeasurableSpace,1,False,-1 |
| WithTop.instMonoidWithZero,1,False,-1 |
| WithTop.instMulZeroOneClass,1,False,-1 |
| WithTop.instNonUnitalNonAssocSemiring,1,False,-1 |
| WithTop.linearOrderedAddCommMonoidWithTop,1,False,-1 |
| WithTop.trichotomous,2,False,-1 |
| WithTop.untop,1,True,0 |
| WithTop.untopA,1,True,0 |
| WithVal,26,True,0 |
| WithZero,206,True,0 |
| WithZero.instLinearOrderedCommGroupWithZero,1,False,-1 |
| WithZero.instLinearOrderedCommMonoidWithZero,1,False,-1 |
| WithZero.unzero,1,True,0 |
| WithZeroMulInt,9,True,0 |
| WithZeroMulInt.toNNReal,1,False,-1 |
| WithZeroTopology,23,True,0 |
| Witt,4,False,-1 |
| WittVector,315,True,0 |
| WittVector.FractionRing,4,True,0 |
| WittVector.IsPoly,7,True,0 |
| WittVector.IsPoly₂,7,True,0 |
| WittVector.Isocrystal,5,True,0 |
| WittVector.IsocrystalEquiv,6,True,0 |
| WittVector.IsocrystalHom,6,True,0 |
| WittVector.RecursionBase,6,True,0 |
| WittVector.RecursionMain,8,True,0 |
| WittVector.StandardOneDimIsocrystal,1,True,0 |
| WittVector.fontaineTheta,1,False,-1 |
| WittVector.frobeniusEquiv,1,False,-1 |
| WittVector.frobeniusPolyAux,1,False,-1 |
| WittVector.frobeniusPolyRat,1,False,-1 |
| WittVector.frobeniusRotation,1,False,-1 |
| WittVector.frobeniusRotationCoeff,2,False,-1 |
| WittVector.ghostMap,1,False,-1 |
| WittVector.hasIntScalar,1,False,-1 |
| WittVector.hasNatPow,1,False,-1 |
| WittVector.hasNatScalar,1,False,-1 |
| WittVector.instAdd,1,False,-1 |
| WittVector.instCommRing,1,False,-1 |
| WittVector.instIntCast,1,False,-1 |
| WittVector.instMul,1,False,-1 |
| WittVector.instNatCast,1,False,-1 |
| WittVector.instNeg,1,False,-1 |
| WittVector.instOne,1,False,-1 |
| WittVector.instSub,1,False,-1 |
| WittVector.instZero,1,False,-1 |
| WittVector.inverseCoeff,2,False,-1 |
| WittVector.lift,1,False,-1 |
| WittVector.mapFun,14,True,0 |
| WittVector.map_frobeniusPoly,2,True,0 |
| WittVector.mk',2,True,0 |
| WittVector.nthRemainder,1,False,-1 |
| WittVector.polyOfInterest,1,False,-1 |
| WittVector.succNthValUnits,1,False,-1 |
| WittVector.wittAdd,1,False,-1 |
| WittVector.wittMul,1,False,-1 |
| WittVector.wittMulN,2,False,-1 |
| WittVector.wittNSMul,1,False,-1 |
| WittVector.wittNeg,1,False,-1 |
| WittVector.wittOne,1,False,-1 |
| WittVector.wittPolyProdRemainder,1,False,-1 |
| WittVector.wittPow,1,False,-1 |
| WittVector.wittSub,1,False,-1 |
| WittVector.wittZSMul,1,False,-1 |
| WittVector.wittZero,1,False,-1 |
| WriterT,26,True,0 |
| Xor',1,True,0 |
| XorOp,4,True,0 |
| YoungDiagram,76,True,0 |
| YoungDiagram.cellsOfRowLens,1,False,-1 |
| YoungDiagram.mk,3,False,-1 |
| YoungDiagram.ofRowLens,1,False,-1 |
| ZFSet,249,True,0 |
| ZFSet.Definable,5,True,0 |
| ZFSet.Definable₁,4,True,0 |
| ZFSet.Definable₂,4,True,0 |
| ZFSet.Hereditarily,5,False,-1 |
| ZFSet.IsOrdinal,21,True,0 |
| ZFSet.IsTransitive,10,True,0 |
| ZFSet.iUnion,1,False,-1 |
| ZFSet.image,1,True,0 |
| ZFSet.range,1,False,-1 |
| ZFSet.vonNeumann,1,False,-1 |
| ZLattice,47,True,0 |
| ZLattice.covolume,6,True,0 |
| ZLattice.normBound,1,False,-1 |
| ZMod,440,True,0 |
| ZMod.LFunction,1,True,0 |
| ZMod.algebraOfModule,1,False,-1 |
| ZMod.castHom,1,False,-1 |
| ZMod.chineseRemainder,1,False,-1 |
| ZMod.completedLFunction,1,False,-1 |
| ZMod.completedLFunction₀,1,False,-1 |
| ZMod.dft,1,False,-1 |
| ZMod.fintype,1,False,-1 |
| ZMod.instField,1,False,-1 |
| ZMod.ringEquivCongr,1,False,-1 |
| ZMod.ringEquivOfPrime,1,False,-1 |
| ZMod.rootsOfUnityAddChar,1,False,-1 |
| ZMod.stdAddChar,1,False,-1 |
| ZMod.toAddCircle,1,False,-1 |
| ZMod.toCircle,1,False,-1 |
| ZMod.unitOfCoprime,1,True,0 |
| ZMod.unitsMap,1,False,-1 |
| ZModModule,10,False,-1 |
| ZNum,93,True,0 |
| ZNum.neg,2,False,-1 |
| ZNum.pos,2,False,-1 |
| ZNum.zero,1,False,-1 |
| ZSpan,48,True,0 |
| ZSpan.ceil,1,False,-1 |
| ZSpan.floor,1,False,-1 |
| ZSpan.fract,1,False,-1 |
| ZSpan.quotientEquiv,1,False,-1 |
| Zero,5,True,0 |
| Zero.toOfNat0,1,False,-1 |
| ZeroAtInftyContinuousMap,95,True,0 |
| ZeroAtInftyContinuousMap.ContinuousMap,3,False,-1 |
| ZeroAtInftyContinuousMap.instModule,1,False,-1 |
| ZeroAtInftyContinuousMap.instNonUnitalNonAssocSemiring,1,False,-1 |
| ZeroAtInftyContinuousMap.instSMul,1,False,-1 |
| ZeroAtInftyContinuousMap.mk,3,False,-1 |
| ZeroAtInftyContinuousMap.zeroAtInftyContinuousMapClass,1,False,-1 |
| ZeroAtInftyContinuousMapClass,4,True,0 |
| ZeroHom,23,True,0 |
| ZeroHom.mk,3,True,0 |
| ZeroHom.smulZeroClass,1,False,-1 |
| ZeroHomClass,2,True,0 |
| ZeroLEOneClass,4,True,0 |
| ZeroLEOneClass.neZero,3,True,0 |
| ZeroMemClass,2,True,0 |
| ZeroMemClass.zero,1,False,-1 |
| ZerothHomotopy,2,False,-1 |
| ZetaAsymptotics,17,True,0 |
| Zlattice,1,False,-1 |
| Zsqrtd,184,True,0 |
| Zsqrtd.Nonneg,1,True,0 |
| Zsqrtd.Nonsquare,3,True,0 |
| Zsqrtd.mk,2,True,0 |
| _root_,29176,True,0 |
| abs,1,False,-1 |
| absurd,1,False,-1 |
| ack,2,True,0 |
| addLeftEmbedding,1,False,-1 |
| addRightEmbedding,1,True,0 |
| adjoinRootXPowSubCEquiv,1,False,-1 |
| aeSeq,14,True,0 |
| aeSeqSet,1,False,-1 |
| affineHomeomorph,1,False,-1 |
| affineSegment,1,True,0 |
| algebraMap,23,True,0 |
| algebraMapCLM,1,False,-1 |
| algebraRat,2,False,-1 |
| algebraicClosure,14,True,0 |
| alternatingGroup,42,True,0 |
| alternatingGroup.stabilizer,1,True,0 |
| approxOrderOf,4,False,-1 |
| arithGeom,1,True,0 |
| ascPochhammer,1,False,-1 |
| associatedPrimes,7,True,0 |
| associatesEquivOfUniqueUnits,1,False,-1 |
| autAdjoinRootXPowSubCEquiv,1,False,-1 |
| autEquivRootsOfUnity,1,False,-1 |
| autEquivZmod,1,False,-1 |
| balancedHull,1,True,0 |
| basisOfLinearIndependentOfCardEqFinrank,1,False,-1 |
| basisOfPiSpaceOfLinearIndependent,1,True,0 |
| basisOfTopLeSpanOfCardEqFinrank,1,False,-1 |
| bernoulli',1,False,-1 |
| bernstein,5,True,0 |
| bernsteinApproximation,4,True,0 |
| bernsteinPolynomial,22,True,0 |
| binomialSeries,1,False,-1 |
| cast,2,True,0 |
| catalan,1,False,-1 |
| cfc,1,True,0 |
| cfcHom,1,False,-1 |
| cfcHomSuperset,1,False,-1 |
| cfcL,1,False,-1 |
| cfcUnits,1,True,0 |
| cfcₙ,1,True,0 |
| cfcₙAux,1,False,-1 |
| cfcₙHom,1,False,-1 |
| cfcₙHomSuperset,1,False,-1 |
| cfcₙHom_of_cfcHom,1,False,-1 |
| cfcₙL,1,False,-1 |
| circleEquivGen,1,False,-1 |
| circleIntegral,21,True,0 |
| classifyingSpaceUniversalCover,6,True,0 |
| classifyingSpaceUniversalCover.compForgetAugmented,1,True,0 |
| closure,1,True,0 |
| cmp,1,True,0 |
| cmpLE,1,False,-1 |
| coevaluation,1,False,-1 |
| compHausToTop,2,True,0 |
| compactCovering,1,False,-1 |
| compactumToCompHaus,5,True,0 |
| compareOfLessAndEq,1,False,-1 |
| complEDS',1,False,-1 |
| conjugatesOf,1,True,0 |
| constFormalMultilinearSeries,1,True,0 |
| cosetToCuspOrbit,1,False,-1 |
| cyclotomicCharacter,7,True,0 |
| cyclotomicCharacter.toFun,1,False,-1 |
| decidableEq_of_subsingleton,1,False,-1 |
| decidableGetElem?,1,False,-1 |
| decidable_of_iff',1,False,-1 |
| default,1,True,0 |
| derangements,4,True,0 |
| derangements.Equiv,5,True,0 |
| deriv,21,True,0 |
| derivWithin,7,True,0 |
| derivationOfSectionOfKerSqZero,1,False,-1 |
| descPochhammer,1,False,-1 |
| diffToIdealOfQuotientCompEq,1,False,-1 |
| differentIdeal,1,False,-1 |
| dite,1,True,0 |
| doublyStochastic,1,False,-1 |
| dualTensorHomEquivOfBasis,1,False,-1 |
| eVariationOn,26,True,0 |
| expNegInvGlue,13,True,0 |
| exteriorPower,52,True,20 |
| exteriorPower.presentation,22,True,20 |
| factorPowSucc,1,True,0 |
| factorization,1,False,-1 |
| fderiv,3,False,-1 |
| fderivWithin,3,False,-1 |
| finCongr,1,False,-1 |
| finEquivZPowers,1,False,-1 |
| finGaloisGroupMap,2,True,0 |
| finSigmaFinEquiv,1,False,-1 |
| fixedPoints,6,False,-1 |
| flip,1,True,0 |
| fourierCoeff,3,True,0 |
| fourierCoeffOn,3,True,0 |
| fourierLp,1,False,-1 |
| frobenius,1,False,-1 |
| frobeniusEquiv,1,False,-1 |
| fwdDiff_aux,7,True,0 |
| galLift,1,False,-1 |
| galRestrict,1,False,-1 |
| galRestrict',1,False,-1 |
| gaugeSeminorm,1,False,-1 |
| gaugeSeminormFamily,1,False,-1 |
| genLoopHomeoOfIsEmpty,1,False,-1 |
| generatePiSystem,4,True,0 |
| generatePiSystem.below,2,True,0 |
| genericPoint,1,False,-1 |
| genericPoints,13,False,-1 |
| goldenRatio,2,False,-1 |
| groupCohomology,358,True,0 |
| groupCohomology.H0IsoOfIsTrivial,1,False,-1 |
| groupCohomology.H1IsoOfIsTrivial,1,False,-1 |
| groupCohomology.Hilbert90,3,True,0 |
| groupCohomology.coboundaries₁,2,False,-1 |
| groupCohomology.coboundaries₂,2,False,-1 |
| groupCohomology.cocyclesMk,1,False,-1 |
| groupCohomology.cocyclesMkOfCompEqD,1,False,-1 |
| groupCohomology.cocycles₁,3,True,0 |
| groupCohomology.cocycles₁IsoOfIsTrivial,1,False,-1 |
| groupCohomology.cocycles₂,3,False,-1 |
| groupCohomology.inhomogeneousCochains,4,True,0 |
| groupCohomology.δ,1,False,-1 |
| groupHomology,384,True,0 |
| groupHomology.H0IsoOfIsTrivial,1,False,-1 |
| groupHomology.H1ToTensorOfIsTrivial,1,False,-1 |
| groupHomology.cyclesMk,1,False,-1 |
| groupHomology.cyclesMkOfCompEqD,1,False,-1 |
| groupHomology.cycles₁IsoOfIsTrivial,1,False,-1 |
| groupHomology.inhomogeneousChains,7,True,0 |
| groupHomology.mkH1OfIsTrivial,1,False,-1 |
| groupHomology.δ,1,False,-1 |
| guard,1,True,0 |
| guard_msgs,1,False,-1 |
| hallMatchingsOn,3,True,0 |
| hammingDist,1,True,0 |
| hammingNorm,1,False,-1 |
| hfdifferential,1,False,-1 |
| homeomorphSphereProd,1,False,-1 |
| hyperoperation,1,False,-1 |
| iSupIndep,27,True,0 |
| iSupIndep.linearEquiv,1,False,-1 |
| iccHomeoI,1,False,-1 |
| idealFactorsEquivOfQuotEquiv,1,False,-1 |
| idealFactorsFunOfQuotHom,1,False,-1 |
| imageToKernel,1,False,-1 |
| imageToKernel',1,False,-1 |
| imaginaryPart,1,True,0 |
| imp,1,True,0 |
| impl,1,True,0 |
| inTangentCoordinates,1,False,-1 |
| inhomogeneousCochains,3,True,0 |
| instAddInterval,1,False,-1 |
| instAlgebra,1,False,-1 |
| instAlgebraAtPrimeFractionRing,1,False,-1 |
| instBEqAlignment,1,True,0 |
| instBEqOption,1,True,0 |
| instDecidableEqComposition,1,True,0 |
| instDecidableEqCompositionAsSet,1,True,0 |
| instDecidableEqContextFreeRule,1,True,0 |
| instDecidableEqDihedralGroup,1,True,0 |
| instDecidableEqDyadic,1,True,0 |
| instDecidableEqDyckWord,1,True,0 |
| instDecidableEqFinpartition,1,True,0 |
| instDecidableEqFreeAddMagma,1,True,0 |
| instDecidableEqFreeMagma,1,True,0 |
| instDecidableEqLists',1,True,0 |
| instDecidableEqNum,1,True,0 |
| instDecidableEqNzsNum,1,True,0 |
| instDecidableEqONote,1,True,0 |
| instDecidableEqOrderedFinpartition,1,True,0 |
| instDecidableEqPLift,1,True,0 |
| instDecidableEqPosNum,1,True,0 |
| instDecidableEqQuadraticAlgebra,1,True,0 |
| instDecidableEqQuaternionGroup,1,True,0 |
| instDecidableEqRat,1,True,0 |
| instDecidableEqSNum,1,True,0 |
| instDecidableEqSemidirectProduct,1,True,0 |
| instDecidableEqSum,1,True,0 |
| instDecidableEqSymbol,1,True,0 |
| instDecidableEqTree,1,True,0 |
| instDecidableEqTwoPointing,1,True,0 |
| instDecidableEqULift,1,True,0 |
| instDecidableEqVector,1,True,0 |
| instDecidableEqZNum,1,True,0 |
| instDecidableEqZsqrtd,1,True,0 |
| instEstimatorDataFstProdOfDecidableLTOfWellFoundedGTSubtypeProdLe,1,False,-1 |
| instEstimatorDataHAddThunkProd.match_1,2,False,-1 |
| instFintypeElemIdealPrimesOver,1,False,-1 |
| instFromJsonMessageActionItem,1,True,0 |
| instFromJsonShowMessageParams,1,True,0 |
| instFromJsonShowMessageRequestParams,1,True,0 |
| instHashableRat,1,True,0 |
| instIccChartedSpace,1,False,-1 |
| instInhabitedAlignment,1,True,0 |
| instInhabitedBool,1,True,0 |
| instInhabitedCasesAltInfo,1,True,0 |
| instInhabitedDyckStep,1,True,0 |
| instInhabitedForInStep,1,True,0 |
| instInhabitedNonScalar,1,True,0 |
| instInhabitedOrdering,1,True,0 |
| instInhabitedPNonScalar,1,True,0 |
| instInhabitedSignType,1,True,0 |
| instInhabitedTask,1,True,0 |
| instInhabitedTrue,1,False,-1 |
| instLeftCancelMonoidSubtypeMemSubmonoidNonZeroDivisorsOfIsLeftCancelMulZero,1,False,-1 |
| instLieRingAddGroupLieAlgebra,1,False,-1 |
| instLieRingGroupLieAlgebra,1,False,-1 |
| instModuleFormalMultilinearSeriesOfContinuousConstSMulOfSMulCommClass,1,False,-1 |
| instMulActionRay,1,False,-1 |
| instMulInterval,1,False,-1 |
| instMulNonemptyInterval,1,False,-1 |
| instNegInterval,1,False,-1 |
| instOfNatAtLeastTwo,1,False,-1 |
| instReprContextFreeRule,1,True,0 |
| instReprOrdering,1,True,0 |
| instReprSourceInfo,1,True,0 |
| instReprSymbol,1,True,0 |
| instReprTree,1,True,0 |
| instReprVector,1,True,0 |
| instSubInterval,1,False,-1 |
| instSubNonemptyInterval,1,False,-1 |
| instToJsonMessageActionItem,1,True,0 |
| instToJsonShowMessageParams,1,True,0 |
| instToJsonShowMessageRequestParams,1,True,0 |
| instTopologicalSpaceTangentBundle,1,False,-1 |
| integralClosure,11,True,0 |
| intervalIntegral,248,True,0 |
| intervalIntegral.FTCFilter,14,True,0 |
| invertibleOfNonzero,1,False,-1 |
| invertibleOfPos,1,False,-1 |
| invertibleTwo,1,False,-1 |
| isEmptyElim,1,False,-1 |
| isOpen,1,False,-1 |
| isoOfQuasiIsoAt,1,False,-1 |
| ite,1,True,0 |
| iterateFrobenius,1,True,0 |
| iterateFrobeniusEquiv,1,False,-1 |
| iterateInduction,1,False,-1 |
| jacobiSym,37,True,0 |
| jacobiSym.legendreSym,1,True,0 |
| kuratowskiEmbedding,1,True,0 |
| lTensor,9,True,0 |
| lTensor.inverse_of_rightInverse,1,False,-1 |
| lTensor.toFun,1,False,-1 |
| lTensorHomEquivHomLTensor,1,False,-1 |
| leansearch,1,False,-1 |
| leansearchclient,2,False,-1 |
| legendreSym,29,True,0 |
| lim,1,True,0 |
| limUnder,1,False,-1 |
| linter,5,False,-1 |
| linter.tacticAnalysis,20,True,0 |
| lipschitzGroup,4,False,-1 |
| localCohomology,15,True,0 |
| localCohomology.SelfLERadical,5,True,0 |
| locallyFinsuppWithin,1,True,23 |
| loogle,1,False,-1 |
| lowerCentralSeries,1,True,0 |
| lp,117,True,0 |
| lp.inftyNormedCommRing,1,False,-1 |
| lp.inftyNormedRing,1,False,-1 |
| lp.instModuleSubtypePreLpMemAddSubgroup,1,False,-1 |
| lp.instStarAddMonoid,1,False,-1 |
| lp.normedAddCommGroup,1,False,-1 |
| mabs,1,False,-1 |
| mathlib.tactic,3,False,-1 |
| measureSpaceOfInnerProductSpace,1,False,-1 |
| memPartitionSet,1,False,-1 |
| minimalPrimes,2,True,0 |
| minpoly,85,True,0 |
| minpoly.AlgHom,2,True,0 |
| minpoly.Fintype,1,True,0 |
| minpoly.IsIntegrallyClosed,4,True,29 |
| minpoly.ToAdjoin,1,False,-1 |
| modularCyclotomicCharacter,14,True,0 |
| modularCyclotomicCharacter',2,False,-1 |
| modularCyclotomicCharacter.aux,1,False,-1 |
| monoidHomOfForallMemZpowers,1,False,-1 |
| mulLeftEmbedding,1,False,-1 |
| mulLeftLinearMap,1,False,-1 |
| mulRightEmbedding,1,False,-1 |
| mulRightLinearMap,1,False,-1 |
| namedPattern,1,False,-1 |
| nonZeroDivisors,3,True,0 |
| nonempty_sections_of_finite_cofiltered_system,1,True,0 |
| nonunits,2,True,0 |
| normalClosure,7,True,0 |
| normalClosure.algebra,1,False,-1 |
| normedAlgebraRat,1,False,-1 |
| npowBinRec,2,True,0 |
| npowRec,1,False,-1 |
| npowRec',1,False,-1 |
| nsmulRec,1,False,-1 |
| nucleusIsoSublocale,2,False,-1 |
| omegaLimit,1,False,-1 |
| openSegment,1,False,-1 |
| orderBornology,1,False,-1 |
| ordinaryHypergeometric,1,False,-1 |
| ordinaryHypergeometricSeries,1,False,-1 |
| padicNorm,32,True,0 |
| padicNormE,5,True,0 |
| padicValInt,8,True,0 |
| padicValNat,20,True,0 |
| padicValRat,23,True,0 |
| partialSups,1,False,-1 |
| pathComponent,1,False,-1 |
| perfectClosure,9,True,0 |
| periodizedBernoulli,1,True,0 |
| permsOfList,1,False,-1 |
| pickle,1,True,0 |
| pinGroup,27,False,-1 |
| polynomialFunctions,7,True,0 |
| preCantorSet,1,False,-1 |
| preNormEDS',1,False,-1 |
| primesOverFinset,1,False,-1 |
| primitiveRoots,1,True,0 |
| prodXSubSMul,4,True,0 |
| proof_wanted,2,False,-1 |
| qrSign,6,True,0 |
| quadraticCharFun,1,False,-1 |
| quasispectrum,16,True,0 |
| quasispectrum.instZero,1,False,-1 |
| quotAdjoinEquivQuotMap,1,False,-1 |
| rTensor,9,False,-1 |
| rTensor.inverse_of_rightInverse,1,False,-1 |
| rTensor.toFun,1,False,-1 |
| rTensorHomEquivHomRTensor,1,False,-1 |
| rayOfNeZero,1,True,0 |
| realPart,1,True,0 |
| reesAlgebra,2,True,0 |
| restrictRootsOfUnity,1,False,-1 |
| retractionOfSectionOfKerSqZero,1,False,-1 |
| rieszContent,1,False,-1 |
| ringChar,9,True,0 |
| ringChar.Nat,1,True,0 |
| ringExpChar,5,True,0 |
| rootOfSplitsXPowSubC,1,False,-1 |
| rootsOfUnity,10,True,0 |
| rootsOfUnity.mkOfPowEq,1,False,-1 |
| rootsOfUnityCircleEquiv,1,False,-1 |
| rootsOfUnityEquivOfPrimitiveRoots,1,False,-1 |
| rootsOfUnitytoCircle,1,False,-1 |
| ruzsaSzemerediNumber,1,False,-1 |
| sInfHom,39,True,0 |
| sInfHom.mk,2,False,-1 |
| sInfHomClass,3,True,0 |
| sSupHom,41,True,0 |
| sSupHom.mk,2,False,-1 |
| sSupHomClass,3,True,0 |
| sSupIndep,3,True,0 |
| schnirelmannDensity,1,True,0 |
| sectionOfRetractionKerToTensor,1,False,-1 |
| sectionOfRetractionKerToTensorAux,1,False,-1 |
| segment,1,False,-1 |
| selfAdjoint,53,True,0 |
| selfAdjoint.expUnitary,1,True,0 |
| selfAdjoint.instDistribMulActionSubtypeMemAddSubgroupOfStarModule,1,False,-1 |
| selfAdjoint.instModuleSubtypeMemAddSubgroupOfStarModule,1,False,-1 |
| selfAdjoint.instSMulSubtypeMemAddSubgroupOfStarModule,1,False,-1 |
| selfAdjoint.unitarySelfAddISMul,1,False,-1 |
| selfZPow,1,True,0 |
| separableClosure,20,True,0 |
| seqOfForallFinsetExistsAux,1,False,-1 |
| skewAdjoint,16,True,0 |
| skewAdjoint.instModuleSubtypeMemAddSubgroupOfStarModule,1,False,-1 |
| skyscraperPresheafStalkOfSpecializes,1,False,-1 |
| smoothLeftMul,1,False,-1 |
| smoothRightMul,1,False,-1 |
| smoothSheaf,11,True,0 |
| smoothSheafCommGroup,1,False,-1 |
| smoothSheafCommRing,26,True,0 |
| smoothingSeminorm,1,False,-1 |
| solvableByRad,8,False,-1 |
| someContDiffBumpBase,1,False,-1 |
| spectralAlgNorm,1,False,-1 |
| spectralMulAlgNorm,1,False,-1 |
| spectralNorm,14,True,0 |
| spectrum,110,True,0 |
| spectrum.SpectralRadius,1,True,0 |
| spinGroup,28,False,-1 |
| starL,1,False,-1 |
| starL',1,False,-1 |
| starLinearEquiv,1,False,-1 |
| starₗᵢ,1,False,-1 |
| statesearch,2,False,-1 |
| stdOrthonormalBasis,1,False,-1 |
| stdSimplex,26,True,0 |
| stdSimplex.barycenter,1,False,-1 |
| stdSimplex.map,1,False,-1 |
| stdSimplex.vertex,1,False,-1 |
| stereoInvFun,1,False,-1 |
| stereographic,1,False,-1 |
| stereographic',1,False,-1 |
| subtypeOrEquiv,1,False,-1 |
| tactic,1,True,0 |
| tangentBundleCore,2,True,0 |
| tangentConeAt,1,True,0 |
| tangentCoordChange,1,False,-1 |
| tensorKaehlerQuotKerSqEquiv,1,False,-1 |
| thickenedIndicator,2,True,0 |
| toContinuousMap,1,True,0 |
| toEuclidean,1,False,-1 |
| toIcoDiv,1,True,0 |
| toIcoMod,1,True,0 |
| toIocDiv,1,True,0 |
| toIocMod,1,True,0 |
| toPrincipalIdeal,1,False,-1 |
| toZ,1,False,-1 |
| transfiniteIterate,1,False,-1 |
| translate,1,False,-1 |
| uniformity,1,False,-1 |
| uniqueOfRight,1,False,-1 |
| uniqueOfSubsingleton,1,False,-1 |
| unitInterval,121,True,0 |
| unitary,65,False,-1 |
| unitary.spectrum,2,False,-1 |
| upperCentralSeries,1,True,0 |
| upperCentralSeriesAux,1,False,-1 |
| upperCentralSeriesStep,1,False,-1 |
| variationOnFromTo,16,True,0 |
| wf,1,False,-1 |
| wittStructureInt,1,False,-1 |
| wittStructureRat,1,False,-1 |
| xInTermsOfW,1,False,-1 |
| zmodCyclicMulEquiv,1,False,-1 |
| zpowersEquivZPowers,1,False,-1 |
| εNFA,45,True,0 |
| εNFA.IsPath,8,True,0 |
| εNFA.mk,2,False,-1 |
| εNFA.εClosure,6,True,0 |
| ωCPO,14,True,0 |
| ωCPO.HasEqualizers,3,True,0 |
| ωCPO.HasProducts,3,True,0 |
| ωCPO.of,2,False,-1 |
|
|
