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Some experiments using type class graphs in Lean 4
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| digraph "instance_graph" { | |
| "ConditionallyCompleteLinearOrderedField" -> "InfSet"; | |
| "ConditionallyCompleteLinearOrderedField" -> "SupSet"; | |
| "ConditionallyCompleteLinearOrderedField" -> "Sup"; | |
| "ConditionallyCompleteLinearOrderedField" -> "ConditionallyCompleteLinearOrder"; | |
| "ConditionallyCompleteLinearOrderedField" -> "Inf"; | |
| "ConditionallyCompleteLinearOrderedField" -> "LinearOrderedField"; | |
| "ConditionallyCompleteLinearOrderedField" -> "Archimedean"; | |
| "BiheytingAlgebra" -> "CoheytingAlgebra"; | |
| "BiheytingAlgebra" -> "HNot"; | |
| "BiheytingAlgebra" -> "SDiff"; | |
| "BiheytingAlgebra" -> "HeytingAlgebra"; | |
| "UpgradedPolishSpace" -> "CompleteSpace"; | |
| "UpgradedPolishSpace" -> "MetricSpace"; | |
| "UpgradedPolishSpace" -> "TopologicalSpace.SecondCountableTopology"; | |
| "Nontrivial" -> "Nonempty"; | |
| "SeparatedSpace" -> "T3Space"; | |
| "Semigroup" -> "Dvd"; | |
| "Semigroup" -> "Mul"; | |
| "Semigroup" -> "IsJordan"; | |
| "CanonicallyLinearOrderedSemifield" -> "Nontrivial"; | |
| "CanonicallyLinearOrderedSemifield" -> "Inv"; | |
| "CanonicallyLinearOrderedSemifield" -> "Ord"; | |
| "CanonicallyLinearOrderedSemifield" -> "Max"; | |
| "CanonicallyLinearOrderedSemifield" -> "Div"; | |
| "CanonicallyLinearOrderedSemifield" -> "LinearOrderedCommGroupWithZero"; | |
| "CanonicallyLinearOrderedSemifield" -> "LinearOrderedSemifield"; | |
| "CanonicallyLinearOrderedSemifield" -> "Min"; | |
| "CanonicallyLinearOrderedSemifield" -> "CanonicallyLinearOrderedAddMonoid"; | |
| "CanonicallyLinearOrderedSemifield" -> "CanonicallyOrderedCommSemiring"; | |
| "StrictOrderedCommRing" -> "CommRing"; | |
| "StrictOrderedCommRing" -> "OrderedCommRing"; | |
| "StrictOrderedCommRing" -> "StrictOrderedRing"; | |
| "StrictOrderedCommRing" -> "StrictOrderedCommSemiring"; | |
| "TopologicalSpace.PseudoMetrizableSpace" -> "TopologicalSpace.FirstCountableTopology"; | |
| "OrderedCommGroup" -> "PartialOrder"; | |
| "OrderedCommGroup" -> "CommGroup"; | |
| "OrderedCommGroup" -> "OrderedCancelCommMonoid"; | |
| "Monoid" -> "Semigroup"; | |
| "Monoid" -> "One"; | |
| "Monoid" -> "MulOneClass"; | |
| "UniformSpace" -> "RegularSpace"; | |
| "UniformSpace" -> "TopologicalSpace"; | |
| "NonUnitalNonAssocRing" -> "Mul"; | |
| "NonUnitalNonAssocRing" -> "AddCommGroup"; | |
| "NonUnitalNonAssocRing" -> "HasDistribNeg"; | |
| "NonUnitalNonAssocRing" -> "NonUnitalNonAssocSemiring"; | |
| "LinearOrderedCancelAddCommMonoid" -> "Ord"; | |
| "LinearOrderedCancelAddCommMonoid" -> "Max"; | |
| "LinearOrderedCancelAddCommMonoid" -> "LinearOrderedAddCommMonoid"; | |
| "LinearOrderedCancelAddCommMonoid" -> "Min"; | |
| "LinearOrderedCancelAddCommMonoid" -> "OrderedCancelAddCommMonoid"; | |
| "SemigroupWithZero" -> "Semigroup"; | |
| "SemigroupWithZero" -> "MulZeroClass"; | |
| "SemigroupWithZero" -> "Zero"; | |
| "CategoryTheory.RegularMonoCategory" -> "CategoryTheory.StrongMonoCategory"; | |
| "Lattice" -> "SemilatticeInf"; | |
| "Lattice" -> "SemilatticeSup"; | |
| "Lattice" -> "Inf"; | |
| "BooleanAlgebra" -> "BiheytingAlgebra"; | |
| "BooleanAlgebra" -> "HImp"; | |
| "BooleanAlgebra" -> "HasCompl"; | |
| "BooleanAlgebra" -> "Bot"; | |
| "BooleanAlgebra" -> "DistribLattice"; | |
| "BooleanAlgebra" -> "ComplementedLattice"; | |
| "BooleanAlgebra" -> "GeneralizedBooleanAlgebra"; | |
| "BooleanAlgebra" -> "SDiff"; | |
| "BooleanAlgebra" -> "BoundedOrder"; | |
| "BooleanAlgebra" -> "Top"; | |
| "MeasurableInf₂" -> "MeasurableInf"; | |
| "OrderedCommMonoid" -> "PartialOrder"; | |
| "OrderedCommMonoid" -> "CommMonoid"; | |
| "NonarchimedeanAddGroup" -> "TopologicalAddGroup"; | |
| "CategoryTheory.Limits.HasZeroMorphisms" -> "CategoryTheory.Limits.MonoCoprod"; | |
| "IsDomain" -> "Nontrivial"; | |
| "IsDomain" -> "IsCancelMulZero"; | |
| "IsDomain" -> "CancelMonoidWithZero"; | |
| "NonUnitalSeminormedRing" -> "SeminormedAddCommGroup"; | |
| "NonUnitalSeminormedRing" -> "Norm"; | |
| "NonUnitalSeminormedRing" -> "ContinuousMul"; | |
| "NonUnitalSeminormedRing" -> "PseudoMetricSpace"; | |
| "NonUnitalSeminormedRing" -> "NonUnitalRing"; | |
| "NonUnitalSeminormedRing" -> "TopologicalRing"; | |
| "OrderedAddCommMonoid" -> "PartialOrder"; | |
| "OrderedAddCommMonoid" -> "AddCommMonoid"; | |
| "CompleteSemilatticeSup" -> "PartialOrder"; | |
| "CompleteSemilatticeSup" -> "SupSet"; | |
| "CommRing" -> "AddCommGroupWithOne"; | |
| "CommRing" -> "NonUnitalCommRing"; | |
| "CommRing" -> "CommSemiring"; | |
| "CommRing" -> "CommMonoid"; | |
| "CommRing" -> "Ring"; | |
| "LipschitzAdd" -> "ContinuousAdd"; | |
| "LinearOrderedAddCommGroupWithTop" -> "Nontrivial"; | |
| "LinearOrderedAddCommGroupWithTop" -> "SubNegMonoid"; | |
| "LinearOrderedAddCommGroupWithTop" -> "Neg"; | |
| "LinearOrderedAddCommGroupWithTop" -> "LinearOrderedAddCommMonoidWithTop"; | |
| "LinearOrderedAddCommGroupWithTop" -> "Sub"; | |
| "StrictOrderedSemiring" -> "Nontrivial"; | |
| "StrictOrderedSemiring" -> "NoMaxOrder"; | |
| "StrictOrderedSemiring" -> "PartialOrder"; | |
| "StrictOrderedSemiring" -> "OrderedSemiring"; | |
| "StrictOrderedSemiring" -> "CharZero"; | |
| "StrictOrderedSemiring" -> "OrderedCancelAddCommMonoid"; | |
| "StrictOrderedSemiring" -> "Semiring"; | |
| "TopologicalDivisionRing" -> "HasContinuousInv₀"; | |
| "TopologicalDivisionRing" -> "TopologicalRing"; | |
| "CategoryTheory.Noetherian" -> "CategoryTheory.EssentiallySmall"; | |
| "AddCommGroupWithOne" -> "One"; | |
| "AddCommGroupWithOne" -> "IntCast"; | |
| "AddCommGroupWithOne" -> "AddCommMonoidWithOne"; | |
| "AddCommGroupWithOne" -> "AddCommGroup"; | |
| "AddCommGroupWithOne" -> "NatCast"; | |
| "AddCommGroupWithOne" -> "AddGroupWithOne"; | |
| "One" -> "Nonempty"; | |
| "SeminormedAddCommGroup" -> "LipschitzAdd"; | |
| "SeminormedAddCommGroup" -> "SeminormedAddGroup"; | |
| "SeminormedAddCommGroup" -> "AddCommGroup"; | |
| "SeminormedAddCommGroup" -> "Norm"; | |
| "SeminormedAddCommGroup" -> "PseudoMetricSpace"; | |
| "SeminormedAddCommGroup" -> "TopologicalAddGroup"; | |
| "SeminormedAddCommGroup" -> "UniformAddGroup"; | |
| "TopologicalSpace.MetrizableSpace" -> "TopologicalSpace.PseudoMetrizableSpace"; | |
| "TopologicalSpace.MetrizableSpace" -> "T2Space"; | |
| "AddLeftCancelSemigroup" -> "AddSemigroup"; | |
| "AddLeftCancelSemigroup" -> "IsLeftCancelAdd"; | |
| "LinearOrderedCommGroup" -> "OrderedCommGroup"; | |
| "LinearOrderedCommGroup" -> "Ord"; | |
| "LinearOrderedCommGroup" -> "LinearOrder"; | |
| "LinearOrderedCommGroup" -> "Max"; | |
| "LinearOrderedCommGroup" -> "LinearOrderedCancelCommMonoid"; | |
| "LinearOrderedCommGroup" -> "Min"; | |
| "AddCancelCommMonoid" -> "AddLeftCancelMonoid"; | |
| "AddCancelCommMonoid" -> "AddCancelMonoid"; | |
| "AddCancelCommMonoid" -> "AddCommMonoid"; | |
| "CategoryTheory.RegularEpiCategory" -> "CategoryTheory.StrongEpiCategory"; | |
| "NormedCommRing" -> "SeminormedCommRing"; | |
| "NormedCommRing" -> "NormedRing"; | |
| "SeminormedCommRing" -> "CommRing"; | |
| "SeminormedCommRing" -> "SeminormedRing"; | |
| "TopologicalGroup" -> "RegularSpace"; | |
| "TopologicalGroup" -> "HSpace"; | |
| "TopologicalGroup" -> "ContinuousMul"; | |
| "TopologicalGroup" -> "ContinuousInv"; | |
| "TopologicalGroup" -> "ContinuousDiv"; | |
| "KleeneAlgebra" -> "KStar"; | |
| "KleeneAlgebra" -> "IdemSemiring"; | |
| "Quandle" -> "Rack"; | |
| "TopologicalSpace.FirstCountableTopology" -> "FrechetUrysohnSpace"; | |
| "OrderedRing" -> "PartialOrder"; | |
| "OrderedRing" -> "OrderedSemiring"; | |
| "OrderedRing" -> "OrderedAddCommGroup"; | |
| "OrderedRing" -> "Ring"; | |
| "CategoryTheory.IsCofiltered" -> "CategoryTheory.IsCofilteredOrEmpty"; | |
| "IsLowerModularLattice" -> "IsWeakLowerModularLattice"; | |
| "CategoryTheory.FinitaryExtensive" -> "CategoryTheory.Limits.HasFiniteCoproducts"; | |
| "CategoryTheory.FinitaryExtensive" -> "CategoryTheory.Limits.HasStrictInitialObjects"; | |
| "LinearOrderedCommSemiring" -> "LinearOrderedCancelAddCommMonoid"; | |
| "LinearOrderedCommSemiring" -> "Ord"; | |
| "LinearOrderedCommSemiring" -> "Max"; | |
| "LinearOrderedCommSemiring" -> "Min"; | |
| "LinearOrderedCommSemiring" -> "StrictOrderedCommSemiring"; | |
| "LinearOrderedCommSemiring" -> "LinearOrderedSemiring"; | |
| "DiscreteTopology" -> "TopologicalSpace.MetrizableSpace"; | |
| "DiscreteTopology" -> "TopologicalSpace.FirstCountableTopology"; | |
| "DiscreteTopology" -> "T2Space"; | |
| "DiscreteTopology" -> "TotallySeparatedSpace"; | |
| "DiscreteTopology" -> "LocallyConnectedSpace"; | |
| "NormedGroup" -> "SeminormedGroup"; | |
| "NormedGroup" -> "Group"; | |
| "NormedGroup" -> "Norm"; | |
| "NormedGroup" -> "MetricSpace"; | |
| "LinearOrder" -> "Lattice"; | |
| "LinearOrder" -> "Ord"; | |
| "LinearOrder" -> "Max"; | |
| "LinearOrder" -> "PartialOrder"; | |
| "LinearOrder" -> "Min"; | |
| "LinearOrder" -> "DistribLattice"; | |
| "SeminormedGroup" -> "Group"; | |
| "SeminormedGroup" -> "NNNorm"; | |
| "SeminormedGroup" -> "Norm"; | |
| "SeminormedGroup" -> "PseudoMetricSpace"; | |
| "CategoryTheory.Limits.HasFiniteLimits" -> "CategoryTheory.Limits.HasFiniteProducts"; | |
| "Finite" -> "Countable"; | |
| "Unique" -> "Fintype"; | |
| "Unique" -> "Inhabited"; | |
| "Unique" -> "Subsingleton"; | |
| "ConditionallyCompleteLinearOrderBot" -> "OrderBot"; | |
| "ConditionallyCompleteLinearOrderBot" -> "Bot"; | |
| "ConditionallyCompleteLinearOrderBot" -> "ConditionallyCompleteLinearOrder"; | |
| "CategoryTheory.Limits.HasFiniteBiproducts" -> "CategoryTheory.Limits.HasFiniteCoproducts"; | |
| "CategoryTheory.Limits.HasFiniteBiproducts" -> "CategoryTheory.Limits.HasZeroObject"; | |
| "CategoryTheory.Limits.HasFiniteBiproducts" -> "CategoryTheory.Limits.HasFiniteProducts"; | |
| "InvolutiveStar" -> "Star"; | |
| "NormalizedGCDMonoid" -> "GCDMonoid"; | |
| "NormalizedGCDMonoid" -> "NormalizationMonoid"; | |
| "CancelCommMonoidWithZero" -> "IsLeftCancelMulZero"; | |
| "CancelCommMonoidWithZero" -> "CommMonoidWithZero"; | |
| "CancelCommMonoidWithZero" -> "CancelMonoidWithZero"; | |
| "SeminormedAddGroup" -> "NNNorm"; | |
| "SeminormedAddGroup" -> "Norm"; | |
| "SeminormedAddGroup" -> "PseudoMetricSpace"; | |
| "SeminormedAddGroup" -> "AddGroup"; | |
| "DivisionCommMonoid" -> "DivisionMonoid"; | |
| "DivisionCommMonoid" -> "CommMonoid"; | |
| "GroupWithZero" -> "Nontrivial"; | |
| "GroupWithZero" -> "Inv"; | |
| "GroupWithZero" -> "DivisionMonoid"; | |
| "GroupWithZero" -> "Div"; | |
| "GroupWithZero" -> "DivInvMonoid"; | |
| "GroupWithZero" -> "MonoidWithZero"; | |
| "GroupWithZero" -> "NoZeroDivisors"; | |
| "GroupWithZero" -> "CancelMonoidWithZero"; | |
| "Rack" -> "Shelf"; | |
| "CompleteAtomicBooleanAlgebra" -> "HImp"; | |
| "CompleteAtomicBooleanAlgebra" -> "CompletelyDistribLattice"; | |
| "CompleteAtomicBooleanAlgebra" -> "CompleteBooleanAlgebra"; | |
| "CompleteAtomicBooleanAlgebra" -> "HasCompl"; | |
| "CompleteAtomicBooleanAlgebra" -> "IsCoatomistic"; | |
| "CompleteAtomicBooleanAlgebra" -> "SDiff"; | |
| "CompleteAtomicBooleanAlgebra" -> "IsAtomistic"; | |
| "IsSimpleOrder" -> "Nontrivial"; | |
| "NormedLatticeAddCommGroup" -> "Lattice"; | |
| "NormedLatticeAddCommGroup" -> "TopologicalLattice"; | |
| "NormedLatticeAddCommGroup" -> "ContinuousSup"; | |
| "NormedLatticeAddCommGroup" -> "OrderClosedTopology"; | |
| "NormedLatticeAddCommGroup" -> "ContinuousInf"; | |
| "NormedLatticeAddCommGroup" -> "HasSolidNorm"; | |
| "NormedLatticeAddCommGroup" -> "OrderedAddCommGroup"; | |
| "NormedLatticeAddCommGroup" -> "NormedAddCommGroup"; | |
| "ConditionallyCompleteLattice" -> "Lattice"; | |
| "ConditionallyCompleteLattice" -> "InfSet"; | |
| "ConditionallyCompleteLattice" -> "SupSet"; | |
| "IsCancelMul" -> "IsLeftCancelMul"; | |
| "IsCancelMul" -> "IsRightCancelMul"; | |
| "CategoryTheory.Limits.HasColimitsOfSize" -> "CategoryTheory.Limits.HasFiniteColimits"; | |
| "GeneralizedCoheytingAlgebra" -> "Lattice"; | |
| "GeneralizedCoheytingAlgebra" -> "OrderBot"; | |
| "GeneralizedCoheytingAlgebra" -> "Bot"; | |
| "GeneralizedCoheytingAlgebra" -> "DistribLattice"; | |
| "GeneralizedCoheytingAlgebra" -> "SDiff"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.Limits.HasZeroMorphisms"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.Limits.HasFiniteCoproducts"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.Limits.HasCokernels"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.NormalMonoCategory"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.Limits.HasZeroObject"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.Limits.HasKernels"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.NormalEpiCategory"; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.Limits.HasFiniteProducts"; | |
| "WithIdeal" -> "UniformSpace"; | |
| "WithIdeal" -> "TopologicalSpace"; | |
| "WithIdeal" -> "NonarchimedeanRing"; | |
| "WithIdeal" -> "UniformAddGroup"; | |
| "Group" -> "DivisionMonoid"; | |
| "Group" -> "DivInvMonoid"; | |
| "Group" -> "CancelMonoid"; | |
| "CompleteDistribLattice" -> "Order.Coframe"; | |
| "CompleteDistribLattice" -> "Order.Frame"; | |
| "MeasurableSub₂" -> "MeasurableSub"; | |
| "SubNegMonoid" -> "Neg"; | |
| "SubNegMonoid" -> "AddMonoid"; | |
| "SubNegMonoid" -> "Sub"; | |
| "DivInvOneMonoid" -> "DivInvMonoid"; | |
| "DivInvOneMonoid" -> "InvOneClass"; | |
| "GroupFilterBasis" -> "TopologicalGroup"; | |
| "IsCommJordan" -> "IsJordan"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.IsIdempotentComplete"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasFiniteLimits"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasStrongEpiMonoFactorisations"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasCokernels"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Preadditive"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.NormalMonoCategory"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasZeroObject"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasKernels"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasBinaryBiproducts"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.NormalEpiCategory"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasFiniteProducts"; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Limits.HasFiniteColimits"; | |
| "OrderBot" -> "Bot"; | |
| "AddLeftCancelMonoid" -> "AddLeftCancelSemigroup"; | |
| "AddLeftCancelMonoid" -> "AddMonoid"; | |
| "AddLeftCancelMonoid" -> "Zero"; | |
| "LipschitzMul" -> "ContinuousMul"; | |
| "AddCommMonoidWithOne" -> "AddCommMonoid"; | |
| "AddCommMonoidWithOne" -> "AddMonoidWithOne"; | |
| "MulZeroClass" -> "Mul"; | |
| "MulZeroClass" -> "Zero"; | |
| "RingFilterBasis" -> "AddGroupFilterBasis"; | |
| "RingFilterBasis" -> "TopologicalRing"; | |
| "IsUpperModularLattice" -> "IsWeakUpperModularLattice"; | |
| "LinearOrderedRing" -> "IsDomain"; | |
| "LinearOrderedRing" -> "Ord"; | |
| "LinearOrderedRing" -> "LinearOrder"; | |
| "LinearOrderedRing" -> "Max"; | |
| "LinearOrderedRing" -> "Min"; | |
| "LinearOrderedRing" -> "NoZeroDivisors"; | |
| "LinearOrderedRing" -> "LinearOrderedAddCommGroup"; | |
| "LinearOrderedRing" -> "StrictOrderedRing"; | |
| "LinearOrderedRing" -> "LinearOrderedSemiring"; | |
| "BorelSpace" -> "OpensMeasurableSpace"; | |
| "AddCancelMonoid" -> "AddLeftCancelMonoid"; | |
| "AddCancelMonoid" -> "AddRightCancelMonoid"; | |
| "AddCancelMonoid" -> "IsCancelAdd"; | |
| "UniformGroup" -> "TopologicalGroup"; | |
| "PartialOrder" -> "Preorder"; | |
| "CategoryTheory.Groupoid" -> "Quiver.HasInvolutiveReverse"; | |
| "CategoryTheory.Groupoid" -> "CategoryTheory.Category"; | |
| "AddCommGroup" -> "AddCancelCommMonoid"; | |
| "AddCommGroup" -> "AddCommMonoid"; | |
| "AddCommGroup" -> "AddGroup"; | |
| "AddCommGroup" -> "SubtractionCommMonoid"; | |
| "DivisionMonoid" -> "DivInvOneMonoid"; | |
| "DivisionMonoid" -> "InvolutiveInv"; | |
| "DivisionMonoid" -> "DivInvMonoid"; | |
| "RankCondition" -> "InvariantBasisNumber"; | |
| "NormedLinearOrderedField" -> "Norm"; | |
| "NormedLinearOrderedField" -> "NormedField"; | |
| "NormedLinearOrderedField" -> "MetricSpace"; | |
| "NormedLinearOrderedField" -> "LinearOrderedField"; | |
| "InfSet" -> "Nonempty"; | |
| "OrderedSemiring" -> "OrderedAddCommMonoid"; | |
| "OrderedSemiring" -> "PartialOrder"; | |
| "OrderedSemiring" -> "ZeroLEOneClass"; | |
| "OrderedSemiring" -> "Semiring"; | |
| "CoheytingAlgebra" -> "GeneralizedCoheytingAlgebra"; | |
| "CoheytingAlgebra" -> "DistribLattice"; | |
| "CoheytingAlgebra" -> "HNot"; | |
| "CoheytingAlgebra" -> "BoundedOrder"; | |
| "CoheytingAlgebra" -> "Top"; | |
| "Semifield" -> "Nontrivial"; | |
| "Semifield" -> "Inv"; | |
| "Semifield" -> "Div"; | |
| "Semifield" -> "CommSemiring"; | |
| "Semifield" -> "DivisionSemiring"; | |
| "Semifield" -> "CommGroupWithZero"; | |
| "CategoryTheory.Bicategory.Strict" -> "CategoryTheory.Category"; | |
| "ContractibleSpace" -> "SimplyConnectedSpace"; | |
| "ContractibleSpace" -> "PathConnectedSpace"; | |
| "CanonicallyOrderedMonoid" -> "OrderedCommMonoid"; | |
| "CanonicallyOrderedMonoid" -> "ExistsMulOfLE"; | |
| "CanonicallyOrderedMonoid" -> "OrderBot"; | |
| "CanonicallyOrderedMonoid" -> "Bot"; | |
| "CompletelyDistribLattice" -> "CompleteDistribLattice"; | |
| "CompletelyDistribLattice" -> "CompleteLattice"; | |
| "CircularPreorder" -> "Btw"; | |
| "CircularPreorder" -> "SBtw"; | |
| "CategoryTheory.SplitMonoCategory" -> "CategoryTheory.RegularMonoCategory"; | |
| "CompleteBooleanAlgebra" -> "BooleanAlgebra"; | |
| "CompleteBooleanAlgebra" -> "CompleteDistribLattice"; | |
| "CompleteBooleanAlgebra" -> "InfSet"; | |
| "CompleteBooleanAlgebra" -> "SupSet"; | |
| "LocalRing" -> "Nontrivial"; | |
| "IsSimpleGroup" -> "Nontrivial"; | |
| "Setoid" -> "HasEquiv"; | |
| "UniqueFactorizationMonoid" -> "WfDvdMonoid"; | |
| "CategoryTheory.Limits.HasStrongEpiMonoFactorisations" -> "CategoryTheory.Limits.HasImages"; | |
| "CategoryTheory.Limits.HasStrongEpiMonoFactorisations" -> "CategoryTheory.Limits.HasStrongEpiImages"; | |
| "TopologicalLattice" -> "ContinuousSup"; | |
| "TopologicalLattice" -> "ContinuousInf"; | |
| "NonUnitalNormedRing" -> "NonUnitalSeminormedRing"; | |
| "NonUnitalNormedRing" -> "Norm"; | |
| "NonUnitalNormedRing" -> "MetricSpace"; | |
| "NonUnitalNormedRing" -> "NonUnitalRing"; | |
| "NonUnitalNormedRing" -> "NormedAddCommGroup"; | |
| "NonAssocRing" -> "NonUnitalNonAssocRing"; | |
| "NonAssocRing" -> "AddCommGroupWithOne"; | |
| "NonAssocRing" -> "One"; | |
| "NonAssocRing" -> "IntCast"; | |
| "NonAssocRing" -> "NatCast"; | |
| "NonAssocRing" -> "NonAssocSemiring"; | |
| "LawfulFix" -> "Fix"; | |
| "NonUnitalCommRing" -> "CommSemigroup"; | |
| "NonUnitalCommRing" -> "NonUnitalRing"; | |
| "NonUnitalCommRing" -> "NonUnitalCommSemiring"; | |
| "SupSet" -> "Nonempty"; | |
| "LinearOrderedAddCommMonoid" -> "OrderedAddCommMonoid"; | |
| "LinearOrderedAddCommMonoid" -> "LinearOrder"; | |
| "LinearOrderedAddCommMonoid" -> "AddCommMonoid"; | |
| "Bot" -> "Nonempty"; | |
| "CategoryTheory.Artinian" -> "CategoryTheory.EssentiallySmall"; | |
| "CompletableTopField" -> "SeparatedSpace"; | |
| "MulZeroOneClass" -> "MulZeroClass"; | |
| "MulZeroOneClass" -> "MulOneClass"; | |
| "MulZeroOneClass" -> "Zero"; | |
| "CommGroup" -> "IsSolvable"; | |
| "CommGroup" -> "DivisionCommMonoid"; | |
| "CommGroup" -> "Group"; | |
| "CommGroup" -> "Group.IsNilpotent"; | |
| "CommGroup" -> "CommMonoid"; | |
| "CommGroup" -> "CancelCommMonoid"; | |
| "DiscreteValuationRing" -> "LocalRing"; | |
| "DiscreteValuationRing" -> "IsPrincipalIdealRing"; | |
| "DiscreteValuationRing" -> "ValuationRing"; | |
| "ProperSpace" -> "CompleteSpace"; | |
| "ProperSpace" -> "TopologicalSpace.SecondCountableTopology"; | |
| "ProperSpace" -> "LocallyCompactSpace"; | |
| "StarSemigroup" -> "InvolutiveStar"; | |
| "CategoryTheory.Limits.HasLimitsOfSize" -> "CategoryTheory.Limits.HasFiniteLimits"; | |
| "IsEmpty" -> "Fintype"; | |
| "IsEmpty" -> "Subsingleton"; | |
| "IsEmpty" -> "Encodable"; | |
| "Std.ToFormat" -> "Lean.ToMessageData"; | |
| "IsCancelMulZero" -> "IsLeftCancelMulZero"; | |
| "IsCancelMulZero" -> "IsRightCancelMulZero"; | |
| "LinearOrderedCommGroupWithZero" -> "Nontrivial"; | |
| "LinearOrderedCommGroupWithZero" -> "Inv"; | |
| "LinearOrderedCommGroupWithZero" -> "Div"; | |
| "LinearOrderedCommGroupWithZero" -> "LinearOrderedCommMonoidWithZero"; | |
| "LinearOrderedCommGroupWithZero" -> "CommGroupWithZero"; | |
| "LinearOrderedCancelCommMonoid" -> "Ord"; | |
| "LinearOrderedCancelCommMonoid" -> "Max"; | |
| "LinearOrderedCancelCommMonoid" -> "Min"; | |
| "LinearOrderedCancelCommMonoid" -> "LinearOrderedCommMonoid"; | |
| "LinearOrderedCancelCommMonoid" -> "OrderedCancelCommMonoid"; | |
| "AddSemigroup" -> "Add"; | |
| "LinearOrderedSemifield" -> "Inv"; | |
| "LinearOrderedSemifield" -> "LinearOrderedCommSemiring"; | |
| "LinearOrderedSemifield" -> "Semifield"; | |
| "LinearOrderedSemifield" -> "Div"; | |
| "LinearOrderedSemifield" -> "DenselyOrdered"; | |
| "RightCancelMonoid" -> "Monoid"; | |
| "RightCancelMonoid" -> "One"; | |
| "RightCancelMonoid" -> "RightCancelSemigroup"; | |
| "OrderedCommRing" -> "CommRing"; | |
| "OrderedCommRing" -> "OrderedRing"; | |
| "OrderedCommRing" -> "OrderedCommSemiring"; | |
| "PseudoEMetricSpace" -> "UniformSpace"; | |
| "PseudoEMetricSpace" -> "ParacompactSpace"; | |
| "PseudoEMetricSpace" -> "EDist"; | |
| "NormedStarGroup" -> "ContinuousStar"; | |
| "OrderTop" -> "Top"; | |
| "InvolutiveInv" -> "Inv"; | |
| "EMetricSpace" -> "SeparatedSpace"; | |
| "EMetricSpace" -> "PseudoEMetricSpace"; | |
| "EMetricSpace" -> "NormalSpace"; | |
| "DivInvMonoid" -> "Monoid"; | |
| "DivInvMonoid" -> "Inv"; | |
| "DivInvMonoid" -> "Div"; | |
| "CircularPartialOrder" -> "CircularPreorder"; | |
| "NormedField" -> "NormedCommRing"; | |
| "NormedField" -> "Norm"; | |
| "NormedField" -> "MetricSpace"; | |
| "NormedField" -> "Field"; | |
| "NormedField" -> "NormedDivisionRing"; | |
| "InvOneClass" -> "One"; | |
| "InvOneClass" -> "Inv"; | |
| "LeftCancelSemigroup" -> "Semigroup"; | |
| "LeftCancelSemigroup" -> "IsLeftCancelMul"; | |
| "CompactSpace" -> "ParacompactSpace"; | |
| "CompactSpace" -> "SigmaCompactSpace"; | |
| "AddCommMonoid" -> "AddMonoid"; | |
| "AddCommMonoid" -> "AddCommSemigroup"; | |
| "SimplyConnectedSpace" -> "PathConnectedSpace"; | |
| "AddGroupFilterBasis" -> "TopologicalAddGroup"; | |
| "IsCoatomistic" -> "IsCoatomic"; | |
| "CharZero" -> "Nontrivial"; | |
| "CharZero" -> "Infinite"; | |
| "Lean.Eval" -> "Lean.MetaEval"; | |
| "CategoryTheory.Preadditive" -> "CategoryTheory.Limits.HasZeroMorphisms"; | |
| "LinearOrderedCommRing" -> "StrictOrderedCommRing"; | |
| "LinearOrderedCommRing" -> "LinearOrderedCommSemiring"; | |
| "LinearOrderedCommRing" -> "LinearOrderedRing"; | |
| "LinearOrderedCommRing" -> "CommMonoid"; | |
| "NormedCommGroup" -> "NormedGroup"; | |
| "NormedCommGroup" -> "Norm"; | |
| "NormedCommGroup" -> "CommGroup"; | |
| "NormedCommGroup" -> "MetricSpace"; | |
| "NormedCommGroup" -> "SeminormedCommGroup"; | |
| "CommSemiring" -> "CommMonoidWithZero"; | |
| "CommSemiring" -> "Semiring"; | |
| "CommSemiring" -> "NonUnitalCommSemiring"; | |
| "CommSemiring" -> "CommMonoid"; | |
| "OmegaCompletePartialOrder" -> "PartialOrder"; | |
| "CategoryTheory.Limits.HasStrictInitialObjects" -> "CategoryTheory.Limits.InitialMonoClass"; | |
| "AddRightCancelMonoid" -> "AddRightCancelSemigroup"; | |
| "AddRightCancelMonoid" -> "AddMonoid"; | |
| "AddRightCancelMonoid" -> "Zero"; | |
| "CommSemigroup" -> "Semigroup"; | |
| "CommSemigroup" -> "IsCommJordan"; | |
| "IdemCommSemiring" -> "CommSemiring"; | |
| "IdemCommSemiring" -> "IdemSemiring"; | |
| "IdemCommSemiring" -> "SemilatticeSup"; | |
| "DivisionSemiring" -> "Nontrivial"; | |
| "DivisionSemiring" -> "Inv"; | |
| "DivisionSemiring" -> "GroupWithZero"; | |
| "DivisionSemiring" -> "Div"; | |
| "DivisionSemiring" -> "Semiring"; | |
| "OrderedCommSemiring" -> "OrderedSemiring"; | |
| "OrderedCommSemiring" -> "CommSemiring"; | |
| "CategoryTheory.Bicategory" -> "CategoryTheory.CategoryStruct"; | |
| "DistribLattice" -> "Lattice"; | |
| "DistribLattice" -> "IsModularLattice"; | |
| "LieRing" -> "AddCommGroup"; | |
| "InvolutiveNeg" -> "Neg"; | |
| "PseudoMetricSpace" -> "TopologicalSpace.PseudoMetrizableSpace"; | |
| "PseudoMetricSpace" -> "UniformSpace"; | |
| "PseudoMetricSpace" -> "NNDist"; | |
| "PseudoMetricSpace" -> "PseudoEMetricSpace"; | |
| "PseudoMetricSpace" -> "Dist"; | |
| "PseudoMetricSpace" -> "EDist"; | |
| "PseudoMetricSpace" -> "Bornology"; | |
| "AddGroup" -> "SubNegMonoid"; | |
| "AddGroup" -> "AddCancelMonoid"; | |
| "AddGroup" -> "SubtractionMonoid"; | |
| "AddZeroClass" -> "Add"; | |
| "AddZeroClass" -> "Zero"; | |
| "SemilatticeInf" -> "PartialOrder"; | |
| "SemilatticeInf" -> "CategoryTheory.IsCofilteredOrEmpty"; | |
| "SemilatticeInf" -> "Inf"; | |
| "MeasurableSup₂" -> "MeasurableSup"; | |
| "MonoidWithZero" -> "Monoid"; | |
| "MonoidWithZero" -> "SemigroupWithZero"; | |
| "MonoidWithZero" -> "MulZeroOneClass"; | |
| "MonoidWithZero" -> "Zero"; | |
| "LeftCancelMonoid" -> "Monoid"; | |
| "LeftCancelMonoid" -> "One"; | |
| "LeftCancelMonoid" -> "LeftCancelSemigroup"; | |
| "SubNegZeroMonoid" -> "SubNegMonoid"; | |
| "SubNegZeroMonoid" -> "NegZeroClass"; | |
| "NonAssocSemiring" -> "One"; | |
| "NonAssocSemiring" -> "AddCommMonoidWithOne"; | |
| "NonAssocSemiring" -> "NatCast"; | |
| "NonAssocSemiring" -> "MulZeroOneClass"; | |
| "NonAssocSemiring" -> "NonUnitalNonAssocSemiring"; | |
| "DenselyNormedField" -> "NormedField"; | |
| "DenselyNormedField" -> "NontriviallyNormedField"; | |
| "UnitalShelf" -> "One"; | |
| "UnitalShelf" -> "Shelf"; | |
| "StarOrderedRing" -> "OrderedAddCommMonoid"; | |
| "StarOrderedRing" -> "ExistsAddOfLE"; | |
| "StarOrderedRing" -> "StarRing"; | |
| "Fintype" -> "Finite"; | |
| "Fintype" -> "Small"; | |
| "AddRightCancelSemigroup" -> "IsRightCancelAdd"; | |
| "AddRightCancelSemigroup" -> "AddSemigroup"; | |
| "MetricSpace" -> "SeparatedSpace"; | |
| "MetricSpace" -> "TopologicalSpace.MetrizableSpace"; | |
| "MetricSpace" -> "EMetricSpace"; | |
| "MetricSpace" -> "PseudoMetricSpace"; | |
| "NonarchimedeanGroup" -> "TopologicalGroup"; | |
| "CategoryTheory.EssentiallySmall" -> "CategoryTheory.LocallySmall"; | |
| "Order.Coframe" -> "DistribLattice"; | |
| "Order.Coframe" -> "CompleteLattice"; | |
| "NormalSpace" -> "T1Space"; | |
| "NormalSpace" -> "T3Space"; | |
| "LinearOrderedAddCommMonoidWithTop" -> "LinearOrderedAddCommMonoid"; | |
| "LinearOrderedAddCommMonoidWithTop" -> "OrderTop"; | |
| "LinearOrderedAddCommMonoidWithTop" -> "Top"; | |
| "SubtractionMonoid" -> "SubNegMonoid"; | |
| "SubtractionMonoid" -> "InvolutiveNeg"; | |
| "SubtractionMonoid" -> "SubNegZeroMonoid"; | |
| "LinearOrderedCommMonoidWithZero" -> "ZeroLEOneClass"; | |
| "LinearOrderedCommMonoidWithZero" -> "CommMonoidWithZero"; | |
| "LinearOrderedCommMonoidWithZero" -> "LinearOrderedCommMonoid"; | |
| "LinearOrderedCommMonoidWithZero" -> "Zero"; | |
| "CategoryTheory.SymmetricCategory" -> "CategoryTheory.BraidedCategory"; | |
| "NonUnitalSemiring" -> "SemigroupWithZero"; | |
| "NonUnitalSemiring" -> "NonUnitalNonAssocSemiring"; | |
| "CategoryTheory.NormalMonoCategory" -> "CategoryTheory.RegularMonoCategory"; | |
| "CanonicallyOrderedAddMonoid" -> "OrderedAddCommMonoid"; | |
| "CanonicallyOrderedAddMonoid" -> "OrderBot"; | |
| "CanonicallyOrderedAddMonoid" -> "Bot"; | |
| "CanonicallyOrderedAddMonoid" -> "ExistsAddOfLE"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "Ord"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "LinearOrder"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "Max"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "Min"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "CanonicallyOrderedAddMonoid"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "SemilatticeSup"; | |
| "StarRing" -> "StarSemigroup"; | |
| "StarRing" -> "StarAddMonoid"; | |
| "CommMonoidWithZero" -> "MonoidWithZero"; | |
| "CommMonoidWithZero" -> "CommMonoid"; | |
| "CommMonoidWithZero" -> "Zero"; | |
| "StrongRankCondition" -> "RankCondition"; | |
| "GeneralizedBooleanAlgebra" -> "GeneralizedCoheytingAlgebra"; | |
| "GeneralizedBooleanAlgebra" -> "OrderBot"; | |
| "GeneralizedBooleanAlgebra" -> "Bot"; | |
| "GeneralizedBooleanAlgebra" -> "DistribLattice"; | |
| "GeneralizedBooleanAlgebra" -> "SDiff"; | |
| "T2Space" -> "QuasiSober"; | |
| "T2Space" -> "T1Space"; | |
| "T2Space" -> "QuasiSeparatedSpace"; | |
| "EuclideanDomain" -> "Mod"; | |
| "EuclideanDomain" -> "Nontrivial"; | |
| "EuclideanDomain" -> "IsDomain"; | |
| "EuclideanDomain" -> "CommRing"; | |
| "EuclideanDomain" -> "Div"; | |
| "EuclideanDomain" -> "NoZeroDivisors"; | |
| "EuclideanDomain" -> "IsPrincipalIdealRing"; | |
| "OrderedCancelAddCommMonoid" -> "OrderedAddCommMonoid"; | |
| "OrderedCancelAddCommMonoid" -> "AddCancelCommMonoid"; | |
| "OrderedCancelAddCommMonoid" -> "PartialOrder"; | |
| "OrderedCancelAddCommMonoid" -> "AddCommMonoid"; | |
| "TotallySeparatedSpace" -> "TotallyDisconnectedSpace"; | |
| "Distrib" -> "Mul"; | |
| "Distrib" -> "LeftDistribClass"; | |
| "Distrib" -> "Add"; | |
| "Distrib" -> "RightDistribClass"; | |
| "LinearOrderedAddCommGroup" -> "LinearOrderedCancelAddCommMonoid"; | |
| "LinearOrderedAddCommGroup" -> "Ord"; | |
| "LinearOrderedAddCommGroup" -> "LinearOrder"; | |
| "LinearOrderedAddCommGroup" -> "Max"; | |
| "LinearOrderedAddCommGroup" -> "Min"; | |
| "LinearOrderedAddCommGroup" -> "OrderedAddCommGroup"; | |
| "MeasurableDiv₂" -> "MeasurableDiv"; | |
| "CommGroupWithZero" -> "Nontrivial"; | |
| "CommGroupWithZero" -> "Inv"; | |
| "CommGroupWithZero" -> "CancelCommMonoidWithZero"; | |
| "CommGroupWithZero" -> "DivisionCommMonoid"; | |
| "CommGroupWithZero" -> "GroupWithZero"; | |
| "CommGroupWithZero" -> "Div"; | |
| "CommGroupWithZero" -> "CommMonoidWithZero"; | |
| "ToString" -> "Std.ToFormat"; | |
| "ToString" -> "Lean.Eval"; | |
| "AddMonoid" -> "AddSemigroup"; | |
| "AddMonoid" -> "AddZeroClass"; | |
| "AddMonoid" -> "Zero"; | |
| "T5Space" -> "NormalSpace"; | |
| "T5Space" -> "T1Space"; | |
| "CategoryTheory.Limits.HasZeroObject" -> "CategoryTheory.Limits.InitialMonoClass"; | |
| "NormedLinearOrderedAddGroup" -> "Norm"; | |
| "NormedLinearOrderedAddGroup" -> "MetricSpace"; | |
| "NormedLinearOrderedAddGroup" -> "LinearOrderedAddCommGroup"; | |
| "NormedLinearOrderedAddGroup" -> "NormedOrderedAddGroup"; | |
| "IsCancelAdd" -> "IsRightCancelAdd"; | |
| "IsCancelAdd" -> "IsLeftCancelAdd"; | |
| "CategoryTheory.Adhesive" -> "CategoryTheory.RegularMonoCategory"; | |
| "LinearOrderedCommMonoid" -> "OrderedCommMonoid"; | |
| "LinearOrderedCommMonoid" -> "LinearOrder"; | |
| "LinearOrderedCommMonoid" -> "CommMonoid"; | |
| "CategoryTheory.RigidCategory" -> "CategoryTheory.RightRigidCategory"; | |
| "CategoryTheory.RigidCategory" -> "CategoryTheory.LeftRigidCategory"; | |
| "TopologicalSpace.SecondCountableTopology" -> "TopologicalSpace.FirstCountableTopology"; | |
| "TopologicalSpace.SecondCountableTopology" -> "TopologicalSpace.SeparableSpace"; | |
| "MeasurableAdd₂" -> "MeasurableAdd"; | |
| "CancelMonoid" -> "IsCancelMul"; | |
| "CancelMonoid" -> "RightCancelMonoid"; | |
| "CancelMonoid" -> "LeftCancelMonoid"; | |
| "CategoryTheory.IsConnected" -> "CategoryTheory.IsPreconnected"; | |
| "CategoryTheory.IsConnected" -> "Nonempty"; | |
| "IsAlgClosed" -> "Infinite"; | |
| "PolishSpace" -> "T2Space"; | |
| "Primcodable" -> "Encodable"; | |
| "HasDistribNeg" -> "InvolutiveNeg"; | |
| "IsDedekindDomain" -> "IsIntegrallyClosed"; | |
| "IsDedekindDomain" -> "Ring.DimensionLEOne"; | |
| "Semiring" -> "One"; | |
| "Semiring" -> "NatCast"; | |
| "Semiring" -> "MonoidWithZero"; | |
| "Semiring" -> "NonAssocSemiring"; | |
| "Semiring" -> "NonUnitalSemiring"; | |
| "StarAddMonoid" -> "InvolutiveStar"; | |
| "NontriviallyNormedField" -> "NormedField"; | |
| "NontriviallyNormedField" -> "NoncompactSpace"; | |
| "Countable" -> "Small"; | |
| "HenselianLocalRing" -> "LocalRing"; | |
| "CompleteLinearOrder" -> "LinearOrder"; | |
| "CompleteLinearOrder" -> "ConditionallyCompleteLinearOrderBot"; | |
| "CompleteLinearOrder" -> "CompletelyDistribLattice"; | |
| "CompleteLinearOrder" -> "CompleteLattice"; | |
| "Inhabited" -> "Nonempty"; | |
| "CategoryTheory.IsFiltered" -> "CategoryTheory.IsFilteredOrEmpty"; | |
| "Subsingleton" -> "Finite"; | |
| "Subsingleton" -> "Countable"; | |
| "Subsingleton" -> "Small"; | |
| "TopologicalSpace.NoetherianSpace" -> "CompactSpace"; | |
| "TopologicalSpace.NoetherianSpace" -> "QuasiSeparatedSpace"; | |
| "FinEnum" -> "Fintype"; | |
| "CompleteSemilatticeInf" -> "PartialOrder"; | |
| "CompleteSemilatticeInf" -> "InfSet"; | |
| "IsModularLattice" -> "IsLowerModularLattice"; | |
| "IsModularLattice" -> "IsUpperModularLattice"; | |
| "AddGroupWithOne" -> "IntCast"; | |
| "AddGroupWithOne" -> "Neg"; | |
| "AddGroupWithOne" -> "AddGroup"; | |
| "AddGroupWithOne" -> "AddMonoidWithOne"; | |
| "AddGroupWithOne" -> "Sub"; | |
| "CategoryTheory.CategoryStruct" -> "Quiver"; | |
| "StrictOrderedRing" -> "Nontrivial"; | |
| "StrictOrderedRing" -> "StrictOrderedSemiring"; | |
| "StrictOrderedRing" -> "OrderedRing"; | |
| "StrictOrderedRing" -> "PartialOrder"; | |
| "StrictOrderedRing" -> "OrderedAddCommGroup"; | |
| "StrictOrderedRing" -> "Ring"; | |
| "DivisionRing" -> "Nontrivial"; | |
| "DivisionRing" -> "IsDomain"; | |
| "DivisionRing" -> "Inv"; | |
| "DivisionRing" -> "OfScientific"; | |
| "DivisionRing" -> "Div"; | |
| "DivisionRing" -> "DivInvMonoid"; | |
| "DivisionRing" -> "DivisionSemiring"; | |
| "DivisionRing" -> "RatCast"; | |
| "DivisionRing" -> "IsPrincipalIdealRing"; | |
| "DivisionRing" -> "Ring"; | |
| "IrreducibleSpace" -> "Nonempty"; | |
| "IrreducibleSpace" -> "ConnectedSpace"; | |
| "IrreducibleSpace" -> "PreirreducibleSpace"; | |
| "Quiver.HasInvolutiveReverse" -> "Quiver.HasReverse"; | |
| "NormedOrderedAddGroup" -> "Norm"; | |
| "NormedOrderedAddGroup" -> "MetricSpace"; | |
| "NormedOrderedAddGroup" -> "OrderedAddCommGroup"; | |
| "NormedOrderedAddGroup" -> "NormedAddCommGroup"; | |
| "Infinite" -> "Nontrivial"; | |
| "SizeOf" -> "WellFoundedRelation"; | |
| "CstarRing" -> "NormedStarGroup"; | |
| "NormedOrderedGroup" -> "OrderedCommGroup"; | |
| "NormedOrderedGroup" -> "Norm"; | |
| "NormedOrderedGroup" -> "NormedCommGroup"; | |
| "NormedOrderedGroup" -> "MetricSpace"; | |
| "IsSimpleAddGroup" -> "Nontrivial"; | |
| "Group.IsNilpotent" -> "IsSolvable"; | |
| "NonUnitalRing" -> "NonUnitalNonAssocRing"; | |
| "NonUnitalRing" -> "NonUnitalSemiring"; | |
| "NonUnitalCommSemiring" -> "CommSemigroup"; | |
| "NonUnitalCommSemiring" -> "NonUnitalSemiring"; | |
| "HeytingAlgebra" -> "HasCompl"; | |
| "HeytingAlgebra" -> "Bot"; | |
| "HeytingAlgebra" -> "BoundedOrder"; | |
| "HeytingAlgebra" -> "GeneralizedHeytingAlgebra"; | |
| "NormedLinearOrderedGroup" -> "LinearOrderedCommGroup"; | |
| "NormedLinearOrderedGroup" -> "Norm"; | |
| "NormedLinearOrderedGroup" -> "MetricSpace"; | |
| "NormedLinearOrderedGroup" -> "NormedOrderedGroup"; | |
| "ConditionallyCompleteLinearOrder" -> "LinearOrder"; | |
| "ConditionallyCompleteLinearOrder" -> "ConditionallyCompleteLattice"; | |
| "Order.Frame" -> "DistribLattice"; | |
| "Order.Frame" -> "CompleteLattice"; | |
| "AddCommSemigroup" -> "AddSemigroup"; | |
| "ValuationRing" -> "IsBezout"; | |
| "ValuationRing" -> "LocalRing"; | |
| "T1Space" -> "T0Space"; | |
| "SeminormedCommGroup" -> "TopologicalGroup"; | |
| "SeminormedCommGroup" -> "SeminormedGroup"; | |
| "SeminormedCommGroup" -> "LipschitzMul"; | |
| "SeminormedCommGroup" -> "UniformGroup"; | |
| "SeminormedCommGroup" -> "Norm"; | |
| "SeminormedCommGroup" -> "CommGroup"; | |
| "SeminormedCommGroup" -> "PseudoMetricSpace"; | |
| "IsAtomistic" -> "IsAtomic"; | |
| "MulOneClass" -> "One"; | |
| "MulOneClass" -> "Mul"; | |
| "SubtractionCommMonoid" -> "AddCommMonoid"; | |
| "SubtractionCommMonoid" -> "SubtractionMonoid"; | |
| "Denumerable" -> "Primcodable"; | |
| "Denumerable" -> "Infinite"; | |
| "Denumerable" -> "Encodable"; | |
| "RightCancelSemigroup" -> "Semigroup"; | |
| "RightCancelSemigroup" -> "IsRightCancelMul"; | |
| "NonUnitalNonAssocSemiring" -> "Mul"; | |
| "NonUnitalNonAssocSemiring" -> "MulZeroClass"; | |
| "NonUnitalNonAssocSemiring" -> "AddCommMonoid"; | |
| "NonUnitalNonAssocSemiring" -> "Distrib"; | |
| "BoundedOrder" -> "OrderBot"; | |
| "BoundedOrder" -> "OrderTop"; | |
| "NegZeroClass" -> "Neg"; | |
| "NegZeroClass" -> "Zero"; | |
| "OrderedAddCommGroup" -> "PartialOrder"; | |
| "OrderedAddCommGroup" -> "AddCommGroup"; | |
| "OrderedAddCommGroup" -> "OrderedCancelAddCommMonoid"; | |
| "StrictOrderedCommSemiring" -> "StrictOrderedSemiring"; | |
| "StrictOrderedCommSemiring" -> "CommSemiring"; | |
| "StrictOrderedCommSemiring" -> "OrderedCommSemiring"; | |
| "CompleteLattice" -> "Lattice"; | |
| "CompleteLattice" -> "CompleteSemilatticeSup"; | |
| "CompleteLattice" -> "ConditionallyCompleteLattice"; | |
| "CompleteLattice" -> "InfSet"; | |
| "CompleteLattice" -> "SupSet"; | |
| "CompleteLattice" -> "Bot"; | |
| "CompleteLattice" -> "OmegaCompletePartialOrder"; | |
| "CompleteLattice" -> "CompleteSemilatticeInf"; | |
| "CompleteLattice" -> "BoundedOrder"; | |
| "CompleteLattice" -> "Top"; | |
| "T3Space" -> "RegularSpace"; | |
| "T3Space" -> "T0Space"; | |
| "T3Space" -> "T25Space"; | |
| "FloorRing" -> "FloorSemiring"; | |
| "CategoryTheory.SplitEpiCategory" -> "CategoryTheory.RegularEpiCategory"; | |
| "TopologicalRing" -> "ContinuousNeg"; | |
| "TopologicalRing" -> "TopologicalAddGroup"; | |
| "TopologicalRing" -> "TopologicalSemiring"; | |
| "ConnectedSpace" -> "PreconnectedSpace"; | |
| "ConnectedSpace" -> "Nonempty"; | |
| "TopologicalAddGroup" -> "RegularSpace"; | |
| "TopologicalAddGroup" -> "HSpace"; | |
| "TopologicalAddGroup" -> "ContinuousSub"; | |
| "TopologicalAddGroup" -> "ContinuousNeg"; | |
| "TopologicalAddGroup" -> "ContinuousAdd"; | |
| "Repr" -> "ReprTuple"; | |
| "Repr" -> "Lean.Eval"; | |
| "OrderedCancelCommMonoid" -> "OrderedCommMonoid"; | |
| "OrderedCancelCommMonoid" -> "PartialOrder"; | |
| "OrderedCancelCommMonoid" -> "CommMonoid"; | |
| "OrderedCancelCommMonoid" -> "CancelCommMonoid"; | |
| "CategoryTheory.NormalEpiCategory" -> "CategoryTheory.RegularEpiCategory"; | |
| "LinearOrderedSemiring" -> "StrictOrderedSemiring"; | |
| "LinearOrderedSemiring" -> "Ord"; | |
| "LinearOrderedSemiring" -> "Max"; | |
| "LinearOrderedSemiring" -> "LinearOrderedAddCommMonoid"; | |
| "LinearOrderedSemiring" -> "Min"; | |
| "IdemSemiring" -> "OrderBot"; | |
| "IdemSemiring" -> "CanonicallyOrderedAddMonoid"; | |
| "IdemSemiring" -> "Semiring"; | |
| "IdemSemiring" -> "SemilatticeSup"; | |
| "CommMonoid" -> "Monoid"; | |
| "CommMonoid" -> "CommSemigroup"; | |
| "SemilatticeSup" -> "PartialOrder"; | |
| "SemilatticeSup" -> "Sup"; | |
| "SemilatticeSup" -> "CategoryTheory.IsFilteredOrEmpty"; | |
| "CategoryTheory.Limits.HasFiniteColimits" -> "CategoryTheory.Limits.HasFiniteCoproducts"; | |
| "Field" -> "Nontrivial"; | |
| "Field" -> "IsDomain"; | |
| "Field" -> "CommRing"; | |
| "Field" -> "Inv"; | |
| "Field" -> "Semifield"; | |
| "Field" -> "Div"; | |
| "Field" -> "LocalRing"; | |
| "Field" -> "RatCast"; | |
| "Field" -> "EuclideanDomain"; | |
| "Field" -> "HenselianLocalRing"; | |
| "Field" -> "DivisionRing"; | |
| "Field" -> "ValuationRing"; | |
| "Field" -> "Ideal.IsJacobson"; | |
| "CategoryTheory.StrongMonoCategory" -> "CategoryTheory.Balanced"; | |
| "Ring" -> "IntCast"; | |
| "Ring" -> "AddCommGroup"; | |
| "Ring" -> "NonAssocRing"; | |
| "Ring" -> "LieRing"; | |
| "Ring" -> "Neg"; | |
| "Ring" -> "Semiring"; | |
| "Ring" -> "AddGroupWithOne"; | |
| "Ring" -> "NonUnitalRing"; | |
| "Ring" -> "Sub"; | |
| "T25Space" -> "T2Space"; | |
| "NumberField" -> "CharZero"; | |
| "NonarchimedeanRing" -> "NonarchimedeanAddGroup"; | |
| "NonarchimedeanRing" -> "TopologicalRing"; | |
| "GeneralizedHeytingAlgebra" -> "Lattice"; | |
| "GeneralizedHeytingAlgebra" -> "HImp"; | |
| "GeneralizedHeytingAlgebra" -> "OrderTop"; | |
| "GeneralizedHeytingAlgebra" -> "DistribLattice"; | |
| "GeneralizedHeytingAlgebra" -> "Top"; | |
| "MeasureTheory.MeasureSpace" -> "MeasurableSpace"; | |
| "NormedRing" -> "Norm"; | |
| "NormedRing" -> "NonUnitalNormedRing"; | |
| "NormedRing" -> "MetricSpace"; | |
| "NormedRing" -> "Ring"; | |
| "NormedRing" -> "SeminormedRing"; | |
| "NonemptyFinLinOrd" -> "LinearOrder"; | |
| "NonemptyFinLinOrd" -> "Fintype"; | |
| "NonemptyFinLinOrd" -> "Nonempty"; | |
| "NonemptyFinLinOrd" -> "BoundedOrder"; | |
| "CanonicallyOrderedCommSemiring" -> "OrderedCommMonoid"; | |
| "CanonicallyOrderedCommSemiring" -> "One"; | |
| "CanonicallyOrderedCommSemiring" -> "Mul"; | |
| "CanonicallyOrderedCommSemiring" -> "NatCast"; | |
| "CanonicallyOrderedCommSemiring" -> "CommSemiring"; | |
| "CanonicallyOrderedCommSemiring" -> "OrderedCommSemiring"; | |
| "CanonicallyOrderedCommSemiring" -> "NoZeroDivisors"; | |
| "CanonicallyOrderedCommSemiring" -> "CanonicallyOrderedAddMonoid"; | |
| "CategoryTheory.Limits.HasStrongEpiImages" -> "CategoryTheory.Limits.HasImageMaps"; | |
| "Top" -> "Nonempty"; | |
| "SeminormedRing" -> "NonUnitalSeminormedRing"; | |
| "SeminormedRing" -> "Norm"; | |
| "SeminormedRing" -> "PseudoMetricSpace"; | |
| "SeminormedRing" -> "Ring"; | |
| "NormedDivisionRing" -> "NormOneClass"; | |
| "NormedDivisionRing" -> "TopologicalDivisionRing"; | |
| "NormedDivisionRing" -> "HasContinuousInv₀"; | |
| "NormedDivisionRing" -> "Norm"; | |
| "NormedDivisionRing" -> "MetricSpace"; | |
| "NormedDivisionRing" -> "DivisionRing"; | |
| "NormedDivisionRing" -> "NormedRing"; | |
| "CancelMonoidWithZero" -> "IsCancelMulZero"; | |
| "CancelMonoidWithZero" -> "MonoidWithZero"; | |
| "CancelMonoidWithZero" -> "NoZeroDivisors"; | |
| "LinearOrderedField" -> "Inv"; | |
| "LinearOrderedField" -> "Div"; | |
| "LinearOrderedField" -> "LinearOrderedSemifield"; | |
| "LinearOrderedField" -> "LinearOrderedCommRing"; | |
| "LinearOrderedField" -> "RatCast"; | |
| "LinearOrderedField" -> "Field"; | |
| "TopologicalSemiring" -> "ContinuousMul"; | |
| "TopologicalSemiring" -> "ContinuousAdd"; | |
| "Encodable" -> "Countable"; | |
| "CircularOrder" -> "CircularPartialOrder"; | |
| "MeasurableMul₂" -> "MeasurableMul"; | |
| "Preorder" -> "LE"; | |
| "Preorder" -> "LT"; | |
| "BooleanRing" -> "CommRing"; | |
| "BooleanRing" -> "Ring"; | |
| "CategoryTheory.StrongEpiCategory" -> "CategoryTheory.Balanced"; | |
| "NormedAddCommGroup" -> "SeminormedAddCommGroup"; | |
| "NormedAddCommGroup" -> "AddCommGroup"; | |
| "NormedAddCommGroup" -> "Norm"; | |
| "NormedAddCommGroup" -> "MetricSpace"; | |
| "NormedAddCommGroup" -> "NormedAddGroup"; | |
| "AddMonoidWithOne" -> "One"; | |
| "AddMonoidWithOne" -> "NatCast"; | |
| "AddMonoidWithOne" -> "AddMonoid"; | |
| "PathConnectedSpace" -> "ConnectedSpace"; | |
| "CategoryTheory.Category" -> "CategoryTheory.CategoryStruct"; | |
| "PreirreducibleSpace" -> "PreconnectedSpace"; | |
| "CanonicallyLinearOrderedMonoid" -> "Ord"; | |
| "CanonicallyLinearOrderedMonoid" -> "LinearOrder"; | |
| "CanonicallyLinearOrderedMonoid" -> "Max"; | |
| "CanonicallyLinearOrderedMonoid" -> "CanonicallyOrderedMonoid"; | |
| "CanonicallyLinearOrderedMonoid" -> "Min"; | |
| "CanonicallyLinearOrderedMonoid" -> "SemilatticeSup"; | |
| "FrechetUrysohnSpace" -> "SequentialSpace"; | |
| "NormedAddGroup" -> "SeminormedAddGroup"; | |
| "NormedAddGroup" -> "Norm"; | |
| "NormedAddGroup" -> "AddGroup"; | |
| "NormedAddGroup" -> "MetricSpace"; | |
| "CancelCommMonoid" -> "LeftCancelMonoid"; | |
| "CancelCommMonoid" -> "CancelMonoid"; | |
| "CancelCommMonoid" -> "CommMonoid"; | |
| "Zero" -> "Nonempty"; | |
| "UniformAddGroup" -> "TopologicalAddGroup"; | |
| "SeparatedSpace" -> "UniformSpace" [style=dashed]; | |
| "TopologicalSpace.PseudoMetrizableSpace" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.IsPreconnected" -> "CategoryTheory.Category" [style=dashed]; | |
| "NormOneClass" -> "One" [style=dashed]; | |
| "NormOneClass" -> "Norm" [style=dashed]; | |
| "CategoryTheory.RegularMonoCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "MeasurableInf₂" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableInf₂" -> "Inf" [style=dashed]; | |
| "NonarchimedeanAddGroup" -> "TopologicalSpace" [style=dashed]; | |
| "NonarchimedeanAddGroup" -> "AddGroup" [style=dashed]; | |
| "CategoryTheory.Limits.HasZeroMorphisms" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.IsIdempotentComplete" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsDomain" -> "Semiring" [style=dashed]; | |
| "IsRightCancelAdd" -> "Add" [style=dashed]; | |
| "ExistsMulOfLE" -> "Mul" [style=dashed]; | |
| "ExistsMulOfLE" -> "LE" [style=dashed]; | |
| "AddMonoid.FG" -> "AddMonoid" [style=dashed]; | |
| "OrderTopology" -> "TopologicalSpace" [style=dashed]; | |
| "OrderTopology" -> "Preorder" [style=dashed]; | |
| "LipschitzAdd" -> "PseudoMetricSpace" [style=dashed]; | |
| "LipschitzAdd" -> "AddMonoid" [style=dashed]; | |
| "TopologicalDivisionRing" -> "TopologicalSpace" [style=dashed]; | |
| "TopologicalDivisionRing" -> "DivisionRing" [style=dashed]; | |
| "CategoryTheory.Noetherian" -> "CategoryTheory.Category" [style=dashed]; | |
| "HasUpperLowerClosure" -> "TopologicalSpace" [style=dashed]; | |
| "HasUpperLowerClosure" -> "Preorder" [style=dashed]; | |
| "CompleteSpace" -> "UniformSpace" [style=dashed]; | |
| "IsSolvable" -> "Group" [style=dashed]; | |
| "TopologicalSpace.MetrizableSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsFreeGroupoid" -> "CategoryTheory.Groupoid" [style=dashed]; | |
| "GCDMonoid" -> "CancelCommMonoidWithZero" [style=dashed]; | |
| "LocallyFiniteOrderTop" -> "Preorder" [style=dashed]; | |
| "CategoryTheory.RegularEpiCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "TopologicalGroup" -> "Group" [style=dashed]; | |
| "TopologicalGroup" -> "TopologicalSpace" [style=dashed]; | |
| "Quiver.Arborescence" -> "Quiver" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteWidePullbacks" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasImages" -> "CategoryTheory.Category" [style=dashed]; | |
| "RegularSpace" -> "TopologicalSpace" [style=dashed]; | |
| "TopologicalSpace.FirstCountableTopology" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.IsCofiltered" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.LocallySmall" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsLowerModularLattice" -> "Lattice" [style=dashed]; | |
| "NoMinOrder" -> "LT" [style=dashed]; | |
| "MeasurableDiv" -> "Div" [style=dashed]; | |
| "MeasurableDiv" -> "MeasurableSpace" [style=dashed]; | |
| "CategoryTheory.FinitaryExtensive" -> "CategoryTheory.Category" [style=dashed]; | |
| "DiscreteTopology" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousStar" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousStar" -> "Star" [style=dashed]; | |
| "NoMaxOrder" -> "LT" [style=dashed]; | |
| "NormalizationMonoid" -> "CancelCommMonoidWithZero" [style=dashed]; | |
| "MeasurableSingletonClass" -> "MeasurableSpace" [style=dashed]; | |
| "CategoryTheory.HasInjectiveResolutions" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.HasInjectiveResolutions" -> "CategoryTheory.Limits.HasImages" [style=dashed]; | |
| "CategoryTheory.HasInjectiveResolutions" -> "CategoryTheory.Limits.HasEqualizers" [style=dashed]; | |
| "CategoryTheory.HasInjectiveResolutions" -> "CategoryTheory.Limits.HasZeroObject" [style=dashed]; | |
| "CategoryTheory.HasInjectiveResolutions" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteLimits" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.MonoidalCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteBiproducts" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteBiproducts" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsCompactlyGenerated" -> "CompleteLattice" [style=dashed]; | |
| "BoundedRandom" -> "Preorder" [style=dashed]; | |
| "NormalizedGCDMonoid" -> "CancelCommMonoidWithZero" [style=dashed]; | |
| "HSpace" -> "TopologicalSpace" [style=dashed]; | |
| "PreconnectedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsSimpleOrder" -> "LE" [style=dashed]; | |
| "IsSimpleOrder" -> "BoundedOrder" [style=dashed]; | |
| "CategoryTheory.MonoidalPreadditive" -> "CategoryTheory.MonoidalCategory" [style=dashed]; | |
| "CategoryTheory.MonoidalPreadditive" -> "CategoryTheory.Preadditive" [style=dashed]; | |
| "CategoryTheory.MonoidalPreadditive" -> "CategoryTheory.Category" [style=dashed]; | |
| "Group.FG" -> "Group" [style=dashed]; | |
| "IsCancelMul" -> "Mul" [style=dashed]; | |
| "CategoryTheory.Limits.HasColimitsOfSize" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.NonPreadditiveAbelian" -> "CategoryTheory.Category" [style=dashed]; | |
| "WithIdeal" -> "CommRing" [style=dashed]; | |
| "InvariantBasisNumber" -> "Semiring" [style=dashed]; | |
| "IsLeftCancelMul" -> "Mul" [style=dashed]; | |
| "MeasurableSub₂" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableSub₂" -> "Sub" [style=dashed]; | |
| "GroupFilterBasis" -> "Group" [style=dashed]; | |
| "UniqueProds" -> "Mul" [style=dashed]; | |
| "IsCommJordan" -> "Mul" [style=dashed]; | |
| "CategoryTheory.Abelian" -> "CategoryTheory.Category" [style=dashed]; | |
| "WStarAlgebra" -> "StarRing" [style=dashed]; | |
| "WStarAlgebra" -> "CstarRing" [style=dashed]; | |
| "WStarAlgebra" -> "StarModule" [style=dashed]; | |
| "WStarAlgebra" -> "Module" [style=dashed]; | |
| "WStarAlgebra" -> "NormedAlgebra" [style=dashed]; | |
| "WStarAlgebra" -> "NormedRing" [style=dashed]; | |
| "OrderBot" -> "LE" [style=dashed]; | |
| "LawfulBEq" -> "BEq" [style=dashed]; | |
| "LipschitzMul" -> "Monoid" [style=dashed]; | |
| "LipschitzMul" -> "PseudoMetricSpace" [style=dashed]; | |
| "RingFilterBasis" -> "Ring" [style=dashed]; | |
| "IsUpperModularLattice" -> "Lattice" [style=dashed]; | |
| "UniformConvexSpace" -> "SeminormedAddCommGroup" [style=dashed]; | |
| "BorelSpace" -> "MeasurableSpace" [style=dashed]; | |
| "BorelSpace" -> "TopologicalSpace" [style=dashed]; | |
| "HasContinuousInv₀" -> "Inv" [style=dashed]; | |
| "HasContinuousInv₀" -> "TopologicalSpace" [style=dashed]; | |
| "HasContinuousInv₀" -> "Zero" [style=dashed]; | |
| "LocallyFiniteOrderBot" -> "Preorder" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteWidePushouts" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasImageMaps" -> "CategoryTheory.Limits.HasImages" [style=dashed]; | |
| "CategoryTheory.Limits.HasImageMaps" -> "CategoryTheory.Category" [style=dashed]; | |
| "UniformGroup" -> "UniformSpace" [style=dashed]; | |
| "UniformGroup" -> "Group" [style=dashed]; | |
| "CategoryTheory.Limits.HasStrictTerminalObjects" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteCoproducts" -> "CategoryTheory.Category" [style=dashed]; | |
| "RankCondition" -> "Semiring" [style=dashed]; | |
| "InnerProductSpaceable" -> "NormedAddCommGroup" [style=dashed]; | |
| "CategoryTheory.IsTriangulated" -> "CategoryTheory.Preadditive" [style=dashed]; | |
| "CategoryTheory.IsTriangulated" -> "CategoryTheory.Limits.HasZeroObject" [style=dashed]; | |
| "CategoryTheory.IsTriangulated" -> "CategoryTheory.Pretriangulated" [style=dashed]; | |
| "CategoryTheory.IsTriangulated" -> "CategoryTheory.HasShift" [style=dashed]; | |
| "CategoryTheory.IsTriangulated" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Bicategory.Strict" -> "CategoryTheory.Bicategory" [style=dashed]; | |
| "ContractibleSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsBezout" -> "CommRing" [style=dashed]; | |
| "CategoryTheory.SplitMonoCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "BaireSpace" -> "TopologicalSpace" [style=dashed]; | |
| "OrderedSub" -> "LE" [style=dashed]; | |
| "OrderedSub" -> "Add" [style=dashed]; | |
| "OrderedSub" -> "Sub" [style=dashed]; | |
| "ZeroLEOneClass" -> "One" [style=dashed]; | |
| "ZeroLEOneClass" -> "LE" [style=dashed]; | |
| "ZeroLEOneClass" -> "Zero" [style=dashed]; | |
| "LocalRing" -> "Semiring" [style=dashed]; | |
| "IsSimpleGroup" -> "Group" [style=dashed]; | |
| "UniqueFactorizationMonoid" -> "CancelCommMonoidWithZero" [style=dashed]; | |
| "CategoryTheory.Limits.HasStrongEpiMonoFactorisations" -> "CategoryTheory.Category" [style=dashed]; | |
| "Monoid.FG" -> "Monoid" [style=dashed]; | |
| "Lean.Export.OfState" -> "Hashable" [style=dashed]; | |
| "Lean.Export.OfState" -> "BEq" [style=dashed]; | |
| "TopologicalLattice" -> "Lattice" [style=dashed]; | |
| "TopologicalLattice" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.Limits.HasReflexiveCoequalizers" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.IsCofilteredOrEmpty" -> "CategoryTheory.Category" [style=dashed]; | |
| "LawfulFix" -> "OmegaCompletePartialOrder" [style=dashed]; | |
| "IsAtomic" -> "OrderBot" [style=dashed]; | |
| "IsAtomic" -> "PartialOrder" [style=dashed]; | |
| "TotallyDisconnectedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.Artinian" -> "CategoryTheory.Category" [style=dashed]; | |
| "CompletableTopField" -> "UniformSpace" [style=dashed]; | |
| "CompletableTopField" -> "Field" [style=dashed]; | |
| "CategoryTheory.Limits.HasCoreflexiveEqualizers" -> "CategoryTheory.Category" [style=dashed]; | |
| "DiscreteValuationRing" -> "IsDomain" [style=dashed]; | |
| "DiscreteValuationRing" -> "CommRing" [style=dashed]; | |
| "ProperSpace" -> "PseudoMetricSpace" [style=dashed]; | |
| "NoTopOrder" -> "LE" [style=dashed]; | |
| "StarSemigroup" -> "Semigroup" [style=dashed]; | |
| "CategoryTheory.EnoughInjectives" -> "CategoryTheory.Category" [style=dashed]; | |
| "MeasurableMul" -> "Mul" [style=dashed]; | |
| "MeasurableMul" -> "MeasurableSpace" [style=dashed]; | |
| "ContinuousSub" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousSub" -> "Sub" [style=dashed]; | |
| "CategoryTheory.Limits.HasLimitsOfSize" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasCokernels" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.Limits.HasCokernels" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsCancelMulZero" -> "Mul" [style=dashed]; | |
| "IsCancelMulZero" -> "Zero" [style=dashed]; | |
| "MeasurableSup" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableSup" -> "Sup" [style=dashed]; | |
| "SequentialSpace" -> "TopologicalSpace" [style=dashed]; | |
| "NormedStarGroup" -> "SeminormedAddCommGroup" [style=dashed]; | |
| "NormedStarGroup" -> "StarAddMonoid" [style=dashed]; | |
| "OrderTop" -> "LE" [style=dashed]; | |
| "HasContDiffBump" -> "NormedSpace" [style=dashed]; | |
| "HasContDiffBump" -> "NormedAddCommGroup" [style=dashed]; | |
| "ContinuousNeg" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousNeg" -> "Neg" [style=dashed]; | |
| "SupConvergenceClass" -> "TopologicalSpace" [style=dashed]; | |
| "SupConvergenceClass" -> "Preorder" [style=dashed]; | |
| "CompactSpace" -> "TopologicalSpace" [style=dashed]; | |
| "LocPathConnectedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "SimplyConnectedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "AddGroupFilterBasis" -> "AddGroup" [style=dashed]; | |
| "CategoryTheory.BraidedCategory" -> "CategoryTheory.MonoidalCategory" [style=dashed]; | |
| "CategoryTheory.BraidedCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsCoatomistic" -> "CompleteLattice" [style=dashed]; | |
| "CharZero" -> "AddMonoidWithOne" [style=dashed]; | |
| "CategoryTheory.Preadditive" -> "CategoryTheory.Category" [style=dashed]; | |
| "ExistsAddOfLE" -> "LE" [style=dashed]; | |
| "ExistsAddOfLE" -> "Add" [style=dashed]; | |
| "MeasurableAdd" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableAdd" -> "Add" [style=dashed]; | |
| "QuasiSober" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.HasProjectiveResolutions" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.HasProjectiveResolutions" -> "CategoryTheory.Limits.HasImages" [style=dashed]; | |
| "CategoryTheory.HasProjectiveResolutions" -> "CategoryTheory.Limits.HasEqualizers" [style=dashed]; | |
| "CategoryTheory.HasProjectiveResolutions" -> "CategoryTheory.Limits.HasZeroObject" [style=dashed]; | |
| "CategoryTheory.HasProjectiveResolutions" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasStrictInitialObjects" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsLeftCancelMulZero" -> "Mul" [style=dashed]; | |
| "IsLeftCancelMulZero" -> "Zero" [style=dashed]; | |
| "BoundedSpace" -> "Bornology" [style=dashed]; | |
| "Std.HashMap.LawfulHashable" -> "Hashable" [style=dashed]; | |
| "Std.HashMap.LawfulHashable" -> "BEq" [style=dashed]; | |
| "CategoryTheory.ConcreteCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.MonoidalClosed" -> "CategoryTheory.MonoidalCategory" [style=dashed]; | |
| "CategoryTheory.MonoidalClosed" -> "CategoryTheory.Category" [style=dashed]; | |
| "FloorSemiring" -> "OrderedSemiring" [style=dashed]; | |
| "IsWeakLowerModularLattice" -> "Lattice" [style=dashed]; | |
| "ContinuousMul" -> "Mul" [style=dashed]; | |
| "ContinuousMul" -> "TopologicalSpace" [style=dashed]; | |
| "IsIntegrallyClosed" -> "IsDomain" [style=dashed]; | |
| "IsIntegrallyClosed" -> "CommRing" [style=dashed]; | |
| "IsPredArchimedean" -> "PredOrder" [style=dashed]; | |
| "IsPredArchimedean" -> "Preorder" [style=dashed]; | |
| "MeasurableSub" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableSub" -> "Sub" [style=dashed]; | |
| "MeasurableSup₂" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableSup₂" -> "Sup" [style=dashed]; | |
| "MeasurableInv" -> "Inv" [style=dashed]; | |
| "MeasurableInv" -> "MeasurableSpace" [style=dashed]; | |
| "NoZeroDivisors" -> "Mul" [style=dashed]; | |
| "NoZeroDivisors" -> "Zero" [style=dashed]; | |
| "IsJordan" -> "Mul" [style=dashed]; | |
| "StarOrderedRing" -> "PartialOrder" [style=dashed]; | |
| "StarOrderedRing" -> "NonUnitalSemiring" [style=dashed]; | |
| "CategoryTheory.Limits.HasCofilteredLimitsOfSize" -> "CategoryTheory.Category" [style=dashed]; | |
| "NonarchimedeanGroup" -> "Group" [style=dashed]; | |
| "NonarchimedeanGroup" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.EssentiallySmall" -> "CategoryTheory.Category" [style=dashed]; | |
| "Ring.DimensionLEOne" -> "CommRing" [style=dashed]; | |
| "NormalSpace" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.WellPowered" -> "CategoryTheory.Category" [style=dashed]; | |
| "NoBotOrder" -> "LE" [style=dashed]; | |
| "UniqueSums" -> "Add" [style=dashed]; | |
| "ComplementedLattice" -> "Lattice" [style=dashed]; | |
| "ComplementedLattice" -> "BoundedOrder" [style=dashed]; | |
| "CategoryTheory.SymmetricCategory" -> "CategoryTheory.MonoidalCategory" [style=dashed]; | |
| "CategoryTheory.SymmetricCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsLeftCancelAdd" -> "Add" [style=dashed]; | |
| "CategoryTheory.NormalMonoCategory" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.NormalMonoCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "LeftDistribClass" -> "Mul" [style=dashed]; | |
| "LeftDistribClass" -> "Add" [style=dashed]; | |
| "StarRing" -> "NonUnitalSemiring" [style=dashed]; | |
| "InfConvergenceClass" -> "TopologicalSpace" [style=dashed]; | |
| "InfConvergenceClass" -> "Preorder" [style=dashed]; | |
| "StrongRankCondition" -> "Semiring" [style=dashed]; | |
| "JordanHolderLattice" -> "Lattice" [style=dashed]; | |
| "WfDvdMonoid" -> "CommMonoidWithZero" [style=dashed]; | |
| "T2Space" -> "TopologicalSpace" [style=dashed]; | |
| "TotallySeparatedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousInv" -> "Inv" [style=dashed]; | |
| "ContinuousInv" -> "TopologicalSpace" [style=dashed]; | |
| "LowerTopology" -> "TopologicalSpace" [style=dashed]; | |
| "LowerTopology" -> "Preorder" [style=dashed]; | |
| "MeasurableDiv₂" -> "Div" [style=dashed]; | |
| "MeasurableDiv₂" -> "MeasurableSpace" [style=dashed]; | |
| "UpperTopology" -> "TopologicalSpace" [style=dashed]; | |
| "UpperTopology" -> "Preorder" [style=dashed]; | |
| "CategoryTheory.RightRigidCategory" -> "CategoryTheory.MonoidalCategory" [style=dashed]; | |
| "CategoryTheory.RightRigidCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "T5Space" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.Limits.HasZeroObject" -> "CategoryTheory.Category" [style=dashed]; | |
| "OpensMeasurableSpace" -> "MeasurableSpace" [style=dashed]; | |
| "OpensMeasurableSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsCancelAdd" -> "Add" [style=dashed]; | |
| "MeasurableNeg" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableNeg" -> "Neg" [style=dashed]; | |
| "PartialEquivBEq" -> "BEq" [style=dashed]; | |
| "CategoryTheory.Adhesive" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.CoproductsDisjoint" -> "CategoryTheory.Category" [style=dashed]; | |
| "ParacompactSpace" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.RigidCategory" -> "CategoryTheory.MonoidalCategory" [style=dashed]; | |
| "CategoryTheory.RigidCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "TopologicalSpace.SecondCountableTopology" -> "TopologicalSpace" [style=dashed]; | |
| "MeasurableAdd₂" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableAdd₂" -> "Add" [style=dashed]; | |
| "CategoryTheory.Limits.HasKernels" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.Limits.HasKernels" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.IsConnected" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsAlgClosed" -> "Field" [style=dashed]; | |
| "PolishSpace" -> "TopologicalSpace" [style=dashed]; | |
| "TrivialStar" -> "Star" [style=dashed]; | |
| "HasDistribNeg" -> "Mul" [style=dashed]; | |
| "IsPrincipalIdealRing" -> "Ring" [style=dashed]; | |
| "IsDedekindDomain" -> "IsDomain" [style=dashed]; | |
| "IsDedekindDomain" -> "CommRing" [style=dashed]; | |
| "StarAddMonoid" -> "AddMonoid" [style=dashed]; | |
| "Quiver.HasReverse" -> "Quiver" [style=dashed]; | |
| "SeqCompactSpace" -> "TopologicalSpace" [style=dashed]; | |
| "LocallyFiniteOrder" -> "Preorder" [style=dashed]; | |
| "CategoryTheory.FinCategory" -> "CategoryTheory.SmallCategory" [style=dashed]; | |
| "HenselianLocalRing" -> "CommRing" [style=dashed]; | |
| "CategoryTheory.Pretriangulated" -> "CategoryTheory.Preadditive" [style=dashed]; | |
| "CategoryTheory.Pretriangulated" -> "CategoryTheory.Limits.HasZeroObject" [style=dashed]; | |
| "CategoryTheory.Pretriangulated" -> "CategoryTheory.HasShift" [style=dashed]; | |
| "CategoryTheory.Pretriangulated" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.IsFiltered" -> "CategoryTheory.Category" [style=dashed]; | |
| "ContinuousSup" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousSup" -> "Sup" [style=dashed]; | |
| "TopologicalSpace.NoetherianSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsModularLattice" -> "Lattice" [style=dashed]; | |
| "IrreducibleSpace" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.Limits.HasBinaryBiproducts" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.Limits.HasBinaryBiproducts" -> "CategoryTheory.Category" [style=dashed]; | |
| "OrderClosedTopology" -> "TopologicalSpace" [style=dashed]; | |
| "OrderClosedTopology" -> "Preorder" [style=dashed]; | |
| "Quiver.HasInvolutiveReverse" -> "Quiver" [style=dashed]; | |
| "IsFreeGroup" -> "Group" [style=dashed]; | |
| "CategoryTheory.EnoughProjectives" -> "CategoryTheory.Category" [style=dashed]; | |
| "MeasurableSpace.CountablyGenerated" -> "MeasurableSpace" [style=dashed]; | |
| "DenselyOrdered" -> "LT" [style=dashed]; | |
| "ContinuousInf" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousInf" -> "Inf" [style=dashed]; | |
| "CstarRing" -> "NonUnitalNormedRing" [style=dashed]; | |
| "CstarRing" -> "StarRing" [style=dashed]; | |
| "IsSimpleAddGroup" -> "AddGroup" [style=dashed]; | |
| "CategoryTheory.Balanced" -> "CategoryTheory.Category" [style=dashed]; | |
| "Group.IsNilpotent" -> "Group" [style=dashed]; | |
| "T0Space" -> "TopologicalSpace" [style=dashed]; | |
| "IsSuccArchimedean" -> "SuccOrder" [style=dashed]; | |
| "IsSuccArchimedean" -> "Preorder" [style=dashed]; | |
| "ValuationRing" -> "IsDomain" [style=dashed]; | |
| "ValuationRing" -> "CommRing" [style=dashed]; | |
| "T1Space" -> "TopologicalSpace" [style=dashed]; | |
| "SuccOrder" -> "Preorder" [style=dashed]; | |
| "ContinuousAdd" -> "TopologicalSpace" [style=dashed]; | |
| "ContinuousAdd" -> "Add" [style=dashed]; | |
| "IsAtomistic" -> "CompleteLattice" [style=dashed]; | |
| "HasSolidNorm" -> "Lattice" [style=dashed]; | |
| "HasSolidNorm" -> "NormedAddCommGroup" [style=dashed]; | |
| "LocallyConnectedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsCyclic" -> "Group" [style=dashed]; | |
| "PredOrder" -> "Preorder" [style=dashed]; | |
| "BoundedOrder" -> "LE" [style=dashed]; | |
| "T3Space" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.Limits.MonoCoprod" -> "CategoryTheory.Category" [style=dashed]; | |
| "FloorRing" -> "LinearOrderedRing" [style=dashed]; | |
| "ContinuousDiv" -> "Div" [style=dashed]; | |
| "ContinuousDiv" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.SplitEpiCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.InitialMonoClass" -> "CategoryTheory.Category" [style=dashed]; | |
| "AddGroup.FG" -> "AddGroup" [style=dashed]; | |
| "TopologicalRing" -> "NonUnitalNonAssocRing" [style=dashed]; | |
| "TopologicalRing" -> "TopologicalSpace" [style=dashed]; | |
| "LocallyCompactSpace" -> "TopologicalSpace" [style=dashed]; | |
| "ConnectedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "TopologicalAddGroup" -> "TopologicalSpace" [style=dashed]; | |
| "TopologicalAddGroup" -> "AddGroup" [style=dashed]; | |
| "CategoryTheory.NormalEpiCategory" -> "CategoryTheory.Limits.HasZeroMorphisms" [style=dashed]; | |
| "CategoryTheory.NormalEpiCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteProducts" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.Limits.HasFiniteColimits" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsAddCyclic" -> "AddGroup" [style=dashed]; | |
| "MeasurableInf" -> "MeasurableSpace" [style=dashed]; | |
| "MeasurableInf" -> "Inf" [style=dashed]; | |
| "CategoryTheory.StrongMonoCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "Ideal.IsJacobson" -> "CommRing" [style=dashed]; | |
| "T25Space" -> "TopologicalSpace" [style=dashed]; | |
| "NumberField" -> "Field" [style=dashed]; | |
| "NonarchimedeanRing" -> "TopologicalSpace" [style=dashed]; | |
| "NonarchimedeanRing" -> "Ring" [style=dashed]; | |
| "IsRightCancelMul" -> "Mul" [style=dashed]; | |
| "CategoryTheory.Limits.HasStrongEpiImages" -> "CategoryTheory.Limits.HasImages" [style=dashed]; | |
| "CategoryTheory.Limits.HasStrongEpiImages" -> "CategoryTheory.Category" [style=dashed]; | |
| "QuasiSeparatedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsCoatomic" -> "PartialOrder" [style=dashed]; | |
| "IsCoatomic" -> "OrderTop" [style=dashed]; | |
| "TopologicalSemiring" -> "TopologicalSpace" [style=dashed]; | |
| "TopologicalSemiring" -> "NonUnitalNonAssocSemiring" [style=dashed]; | |
| "SigmaCompactSpace" -> "TopologicalSpace" [style=dashed]; | |
| "CategoryTheory.Precoherent" -> "CategoryTheory.Category" [style=dashed]; | |
| "NoncompactSpace" -> "TopologicalSpace" [style=dashed]; | |
| "MeasurableMul₂" -> "Mul" [style=dashed]; | |
| "MeasurableMul₂" -> "MeasurableSpace" [style=dashed]; | |
| "CategoryTheory.Limits.HasFilteredColimitsOfSize" -> "CategoryTheory.Category" [style=dashed]; | |
| "CategoryTheory.StrongEpiCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "PriestleySpace" -> "TopologicalSpace" [style=dashed]; | |
| "PriestleySpace" -> "Preorder" [style=dashed]; | |
| "CompactIccSpace" -> "TopologicalSpace" [style=dashed]; | |
| "CompactIccSpace" -> "Preorder" [style=dashed]; | |
| "IsRightCancelMulZero" -> "Mul" [style=dashed]; | |
| "IsRightCancelMulZero" -> "Zero" [style=dashed]; | |
| "ExtremallyDisconnected" -> "TopologicalSpace" [style=dashed]; | |
| "PathConnectedSpace" -> "TopologicalSpace" [style=dashed]; | |
| "HasBesicovitchCovering" -> "MetricSpace" [style=dashed]; | |
| "PreirreducibleSpace" -> "TopologicalSpace" [style=dashed]; | |
| "TopologicalSpace.SeparableSpace" -> "TopologicalSpace" [style=dashed]; | |
| "FrechetUrysohnSpace" -> "TopologicalSpace" [style=dashed]; | |
| "IsReduced" -> "Pow" [style=dashed]; | |
| "IsReduced" -> "Zero" [style=dashed]; | |
| "CategoryTheory.LeftRigidCategory" -> "CategoryTheory.MonoidalCategory" [style=dashed]; | |
| "CategoryTheory.LeftRigidCategory" -> "CategoryTheory.Category" [style=dashed]; | |
| "IsWeakUpperModularLattice" -> "Lattice" [style=dashed]; | |
| "UniformAddGroup" -> "UniformSpace" [style=dashed]; | |
| "UniformAddGroup" -> "AddGroup" [style=dashed]; | |
| "Archimedean" -> "OrderedAddCommMonoid" [style=dashed]; | |
| "RightDistribClass" -> "Mul" [style=dashed]; | |
| "RightDistribClass" -> "Add" [style=dashed]; | |
| "CategoryTheory.IsFilteredOrEmpty" -> "CategoryTheory.Category" [style=dashed]; | |
| } |
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| import Mathlib | |
| open Lean Meta Elab Command | |
| -- generalized | |
| /-- Write an import graph, represented as a an array of `NameMap`s to the ".dot" graph format. | |
| If `("style1", graph1)` is in `graphs`, then the edges in `graph1` will be labeled with `[style1]`. | |
| Example: `asStyledDotGraph #[("", graph1), ("style=dashed", graph2)]` -/ | |
| def asStyledDotGraph [ForIn Id α Name] (graphs : Array (String × NameMap α)) | |
| (header := "import_graph") : String := Id.run do | |
| let mut lines := #[s!"digraph \"{header}\" " ++ "{"] | |
| for (style, graph) in graphs do | |
| let label := if style == "" then "" else s!" [{style}]" | |
| for (n, is) in graph do | |
| for i in is do | |
| lines := lines.push s!" \"{n}\" -> \"{i}\"{label};" | |
| lines := lines.push "}" | |
| return "\n".intercalate lines.toList | |
| /-- Write an import graph, represented as a a `NameMap` to the ".dot" graph format. -/ | |
| def asDotGraph [ForIn Id α Name] (graph : NameMap α) (header := "import_graph") : String := | |
| asStyledDotGraph #[("", graph)] header | |
| -- slightly modified from elsewhere | |
| private def isBlackListed (declName : Name) : CoreM Bool := do | |
| if declName.getRoot == `Lean then return true | |
| let env ← getEnv | |
| pure $ declName.isInternal' | |
| || isAuxRecursor env declName | |
| || isNoConfusion env declName | |
| <||> isRec declName <||> isMatcher declName | |
| namespace Lean | |
| instance (α : Type u) (cmp : α → α → Ordering) : Singleton α (RBTree α cmp) where | |
| singleton x := .insert ∅ x | |
| instance : Singleton Name NameSet where | |
| singleton x := .insert ∅ x | |
| instance (α : Type u) (cmp : α → α → Ordering) : Insert α (RBTree α cmp) where | |
| insert x xs := xs.insert x | |
| instance : Insert Name NameSet where | |
| insert x xs := xs.insert x | |
| /-- Given `t : RBMap α β` where the value type `β` implements `Singleton γ β` and `Insert γ β` | |
| instances. | |
| For example, `β = List γ` or `β = RBTree γ`. Then `t.insert2 x (y : γ)` inserts `y` at key `x` into | |
| `t`. -/ | |
| def RBMap.insert2 [Singleton γ β] [Insert γ β] {cmp : α → α → Ordering} (t : RBMap α β cmp) | |
| (x : α) (y : γ) : RBMap α β cmp := | |
| match t.find? x with | |
| | some ys => t.insert x (Insert.insert y ys) | |
| | none => t.insert x {y} | |
| /-- `RBMap.insert2` specialized to `NameMap`. -/ | |
| def NameMap.insert2 [Singleton γ β] [Insert γ β] (t : NameMap β) | |
| (x : Name) (y : γ) : NameMap β := | |
| RBMap.insert2 t x y | |
| end Lean | |
| /-- this instance causes a cycle -/ | |
| def blacklisted : NameSet := | |
| .ofList [`CategoryTheory.locallySmall_self] | |
| #check NonemptyFinLinOrd.toFintype | |
| /-- | |
| Retrieve all names in the environment satisfying a predicate as a NameSet. | |
| -/ | |
| def allNamesAsSet (p : Name → Bool) : CoreM NameSet := do | |
| (← getEnv).constants.foldM (init := {}) fun names n _ => do | |
| if p n && !(← isBlackListed n) then | |
| return names.insert n | |
| else | |
| return names | |
| -- set_option profiler true | |
| -- set_option trace.profiler true | |
| def getClassInstanceGraph (full := true) : MetaM (NameMap NameSet) := do | |
| let classes := classExtension.getState (← getEnv) |>.outParamMap.toList.map (·.1) | |
| let classes : List (Name × List Name) ← classes.filterMapM fun nm => do | |
| forallTelescope (← inferType (← mkConstWithLevelParams nm)) fun args _ => do | |
| unless full || args.size == 1 do return none | |
| let ldecls ← args.mapM (·.fvarId!.getDecl) | |
| let bis := ldecls.map (·.binderInfo) | |
| unless bis.toList.count .default == 1 && bis[0]? == some .default && | |
| ldecls[0]!.type.isSort do return none | |
| let tgts := ldecls.toList.drop 1 |>.map (·.type.getAppFnArgs.1) | |
| return some (nm, tgts) | |
| let argumentGraph : NameMap NameSet := classes.foldl (init := {}) fun r (src, tgts) => | |
| r.insert src <| .ofList tgts | |
| let classes : NameSet := .ofList <| classes.map (·.1) | |
| let instances := instanceExtension.getState (← getEnv) |>.instanceNames.toList.map (·.1) | |
| let instances : List (Name × List Name × Name) ← instances.filterMapM fun nm => do | |
| forallTelescope (← inferType (← mkConstWithLevelParams nm)) fun args ty => do | |
| unless args.size ≥ 2 do return none | |
| unless full || args.size == 2 do return none | |
| let typeVar := args[0]! | |
| let (targetClass, targetClassArgs) := ty.getAppFnArgs | |
| unless classes.contains targetClass do return none | |
| unless targetClassArgs[0]? == some typeVar do return none | |
| if blacklisted.contains nm then return none | |
| let mut srcs := [] | |
| let mut dupes : NameSet := {} | |
| for arg in args.toList.drop 1 do | |
| let (sourceClass, sourceClassArgs) := (← inferType arg).getAppFnArgs | |
| unless classes.contains sourceClass do return none | |
| unless sourceClassArgs[0]? == some typeVar do return none | |
| srcs := sourceClass::srcs | |
| dupes := dupes ++ (argumentGraph.find? sourceClass).get! | |
| let sources := srcs.filter (!dupes.contains ·) | |
| return (nm, sources, targetClass) | |
| let instanceGraph : NameMap NameSet := instances.foldl (init := {}) fun r (_, src, tgt) => | |
| if src.length == 1 then r.insert2 src.head! tgt else r | |
| logInfo m!"classes with 1 type parameter: {classes.size}" | |
| logInfo m!"instances between these classes: {instances.length}" | |
| -- logInfo m!"classes: {classes}" | |
| logInfo m!"forgetful instances with 1 source class: {instanceGraph.size}" | |
| logInfo m!"argument instances: {argumentGraph.size}" | |
| -- logInfo m!"instances: {instances}" | |
| logInfo m!"{asStyledDotGraph #[("", instanceGraph), ("style=dashed", argumentGraph)] "instance_graph"}" | |
| logInfo m!"instances with more than 1 source: {instances.filter (·.2.1.length > 1)}" | |
| return instanceGraph | |
| -- #check SemilinearEquivClass | |
| set_option profiler true | |
| run_cmd liftCoreM <| MetaM.run' <| do | |
| getClassInstanceGraph |
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| instances with more than 1 source: [(LocallyFiniteOrder.toLocallyFiniteOrderTop, | |
| ([OrderTop, LocallyFiniteOrder], LocallyFiniteOrderTop)), | |
| (invariantBasisNumber_of_nontrivial_of_commRing, ([Nontrivial, CommRing], InvariantBasisNumber)), | |
| (LinearOrder.topologicalLattice, ([OrderClosedTopology, LinearOrder], TopologicalLattice)), | |
| (ContinuousInf.measurableInf, ([ContinuousInf, BorelSpace], MeasurableInf)), | |
| (isNilpotent_of_subsingleton, ([Subsingleton, Group], Group.IsNilpotent)), | |
| (CategoryTheory.ProjectiveResolution.instHasProjectiveResolutionsHasZeroObjectPreadditiveHasZeroMorphismsToPreadditiveHasEqualizersHasImages_of_hasStrongEpiMonoFactorisationsInstHasStrongEpiMonoFactorisations, | |
| ([CategoryTheory.EnoughProjectives, CategoryTheory.Abelian], CategoryTheory.HasProjectiveResolutions)), | |
| (CategoryTheory.isFiltered_of_semilatticeSup_nonempty, ([Nonempty, SemilatticeSup], CategoryTheory.IsFiltered)), | |
| (OrderClosedTopology.to_t2Space, ([OrderClosedTopology, PartialOrder], T2Space)), | |
| (DiscreteTopology.secondCountableTopology_of_encodable, | |
| ([Encodable, DiscreteTopology], TopologicalSpace.SecondCountableTopology)), | |
| (ContinuousAdd.measurableAdd, ([ContinuousAdd, BorelSpace], MeasurableAdd)), | |
| (LatticeOrderedCommGroup.hasZeroLatticeHasNegPart, ([AddCommGroup, Lattice], NegPart)), | |
| (instNoTopOrderToLE, ([NoMaxOrder, Preorder], NoTopOrder)), | |
| (LinearOrderedCommGroup.to_noMaxOrder, ([Nontrivial, LinearOrderedCommGroup], NoMaxOrder)), | |
| (Group.existsMulOfLE, ([LE, Group], ExistsMulOfLE)), | |
| (LinearOrder.supConvergenceClass, ([OrderTopology, LinearOrder], SupConvergenceClass)), | |
| (baire_category_theorem_emetric_complete, ([CompleteSpace, PseudoEMetricSpace], BaireSpace)), | |
| (LinearOrderedSemifield.toHasContinuousInv₀, | |
| ([ContinuousMul, OrderTopology, LinearOrderedSemifield], HasContinuousInv₀)), | |
| (sigmaCompactSpace_of_locally_compact_second_countable, | |
| ([TopologicalSpace.SecondCountableTopology, LocallyCompactSpace], SigmaCompactSpace)), | |
| (IsSimpleOrder.instIsAtomistic, ([IsSimpleOrder, CompleteLattice], IsAtomistic)), | |
| (ContinuousMul.measurableMul, ([ContinuousMul, BorelSpace], MeasurableMul)), | |
| (isReduced_of_noZeroDivisors, ([NoZeroDivisors, MonoidWithZero], IsReduced)), | |
| (IsSimpleOrder.instIsCoatomicToPartialOrderToSemilatticeInfToOrderTopToLEToPreorder, | |
| ([IsSimpleOrder, Lattice], IsCoatomic)), | |
| (LinearOrder.isPredArchimedean_of_isSuccArchimedean, ([IsSuccArchimedean, PredOrder, LinearOrder], IsPredArchimedean)), | |
| (measurableDiv_of_mul_inv, ([MeasurableInv, MeasurableMul, DivInvMonoid], MeasurableDiv)), | |
| (TopologicalSpace.Finite.to_noetherianSpace, ([Finite, TopologicalSpace], TopologicalSpace.NoetherianSpace)), | |
| (Finite.to_isCoatomic, ([Finite, OrderTop, PartialOrder], IsCoatomic)), | |
| (isSolvable_of_subsingleton, ([Subsingleton, Group], IsSolvable)), | |
| (polish_of_countable, ([DiscreteTopology, Countable], PolishSpace)), | |
| (SeparableLocallyCompactGroup.sigmaCompactSpace, | |
| ([LocallyCompactSpace, TopologicalSpace.SeparableSpace, TopologicalGroup], SigmaCompactSpace)), | |
| (IsBezout.instIsIntegrallyClosed, ([IsBezout, IsDomain], IsIntegrallyClosed)), | |
| (UniqueFactorizationMonoid.instIsIntegrallyClosed, | |
| ([UniqueFactorizationMonoid, IsDomain, CommRing], IsIntegrallyClosed)), | |
| (ContinuousSup.measurableSup, ([ContinuousSup, BorelSpace], MeasurableSup)), | |
| (LinearLocallyFiniteOrder.isSuccArchimedean, ([LocallyFiniteOrder, LinearOrder], IsSuccArchimedean)), | |
| (CategoryTheory.Limits.CompleteLattice.hasFiniteColimits_of_semilatticeSup_orderBot, | |
| ([OrderBot, SemilatticeSup], CategoryTheory.Limits.HasFiniteColimits)), | |
| (IsSimpleOrder.instIsAtomicToPartialOrderToSemilatticeInfToOrderBotToLEToPreorder, | |
| ([IsSimpleOrder, Lattice], IsAtomic)), | |
| (LinearOrderedField.toTopologicalDivisionRing, ([OrderTopology, LinearOrderedField], TopologicalDivisionRing)), | |
| (SlimCheck.Testable.decidableTestable, ([Decidable, SlimCheck.PrintableProp], SlimCheck.Testable)), | |
| (Subsingleton.discreteTopology, ([Subsingleton, TopologicalSpace], DiscreteTopology)), | |
| (LowerTopology.continuousInf, ([LowerTopology, CompleteLattice], ContinuousInf)), | |
| (MulZeroClass.negZeroClass, ([HasDistribNeg, MulZeroClass], NegZeroClass)), | |
| (UpperTopology.continuousInf, ([UpperTopology, CompleteLattice], ContinuousSup)), | |
| (polishSpace_of_complete_second_countable, | |
| ([CompleteSpace, TopologicalSpace.SecondCountableTopology, MetricSpace], PolishSpace)), | |
| (completableTopField_of_complete, | |
| ([CompleteSpace, SeparatedSpace, TopologicalDivisionRing, Field], CompletableTopField)), | |
| (CategoryTheory.isCofiltered_of_semilatticeInf_nonempty, ([Nonempty, SemilatticeInf], CategoryTheory.IsCofiltered)), | |
| (ContinuousMul.measurableMul₂, | |
| ([ContinuousMul, TopologicalSpace.SecondCountableTopology, BorelSpace], MeasurableMul₂)), | |
| (Subsingleton.compactSpace, ([Subsingleton, TopologicalSpace], CompactSpace)), | |
| (Monoid.fg_of_finite, ([Finite, Monoid], Monoid.FG)), | |
| (baire_category_theorem_locally_compact, ([LocallyCompactSpace, T2Space], BaireSpace)), | |
| (compactSpace_of_completeLinearOrder, ([OrderTopology, CompleteLinearOrder], CompactSpace)), | |
| (CategoryTheory.InjectiveResolution.instHasInjectiveResolutionsHasZeroObjectPreadditiveHasZeroMorphismsToPreadditiveHasEqualizersHasImages_of_hasStrongEpiMonoFactorisationsInstHasStrongEpiMonoFactorisations, | |
| ([CategoryTheory.EnoughInjectives, CategoryTheory.Abelian], CategoryTheory.HasInjectiveResolutions)), | |
| (paracompact_of_locallyCompact_sigmaCompact, ([T2Space, SigmaCompactSpace, LocallyCompactSpace], ParacompactSpace)), | |
| (DiscreteTopology.orderTopology_of_pred_succ, ([SuccOrder, PredOrder, LinearOrder, DiscreteTopology], OrderTopology)), | |
| (FloorRing.archimedean, ([FloorRing, LinearOrderedField], Archimedean)), | |
| (ordered_connected_space, ([DenselyOrdered, OrderTopology, ConditionallyCompleteLinearOrder], PreconnectedSpace)), | |
| (Lean.Server.instRpcEncodable, ([Lean.ToJson, Lean.FromJson], Lean.Server.RpcEncodable)), | |
| (isAddCyclic_of_subsingleton, ([Subsingleton, AddGroup], IsAddCyclic)), | |
| (IsDomain.to_noZeroDivisors, ([IsDomain, Ring], NoZeroDivisors)), | |
| (locally_compact_of_compact, ([CompactSpace, T2Space], LocallyCompactSpace)), | |
| (IsSimpleAddGroup.isAddCyclic, ([IsSimpleAddGroup, AddCommGroup], IsAddCyclic)), | |
| (DiscreteTopology.secondCountableTopology_of_countable, | |
| ([Countable, DiscreteTopology], TopologicalSpace.SecondCountableTopology)), | |
| (OrderTopology.to_orderClosedTopology, ([OrderTopology, LinearOrder], OrderClosedTopology)), | |
| (CstarRing.instNormOneClassToNormToOneToSemiringToRing, ([Nontrivial, CstarRing, NormedRing], NormOneClass)), | |
| (AddMonoid.fg_of_finite, ([Finite, AddMonoid], AddMonoid.FG)), | |
| (OrderTopology.t5Space, ([OrderTopology, LinearOrder], T5Space)), | |
| (commRing_strongRankCondition, ([Nontrivial, CommRing], StrongRankCondition)), | |
| (CanonicallyOrderedAddMonoid.toZeroLeOneClass, ([One, CanonicallyOrderedAddMonoid], ZeroLEOneClass)), | |
| (TopologicalAddGroup.measurableNeg, ([TopologicalAddGroup, BorelSpace], MeasurableNeg)), | |
| (measurableDiv₂_of_add_neg, ([MeasurableNeg, MeasurableAdd₂, SubNegMonoid], MeasurableSub₂)), | |
| (AddGroup.fg_of_finite, ([Finite, AddGroup], AddGroup.FG)), | |
| (Inv.toHasAbs, ([Sup, Inv], Abs)), | |
| (HasContinuousInv₀.measurableInv, ([HasContinuousInv₀, T1Space, GroupWithZero, BorelSpace], MeasurableInv)), | |
| (StarOrderedRing.toOrderedAddCommGroup, ([StarOrderedRing, NonUnitalRing], OrderedAddCommGroup)), | |
| (IsBezout.of_isPrincipalIdealRing, ([IsPrincipalIdealRing, CommRing], IsBezout)), | |
| (FirstCountableTopology.seq_compact_of_compact, | |
| ([CompactSpace, TopologicalSpace.FirstCountableTopology], SeqCompactSpace)), | |
| (ContinuousSup.measurableSup₂, | |
| ([ContinuousSup, TopologicalSpace.SecondCountableTopology, BorelSpace], MeasurableSup₂)), | |
| (PrincipalIdealRing.to_uniqueFactorizationMonoid, | |
| ([IsPrincipalIdealRing, IsDomain, CommRing], UniqueFactorizationMonoid)), | |
| (LinearOrderedCommGroup.to_noMinOrder, ([Nontrivial, LinearOrderedCommGroup], NoMinOrder)), | |
| (instNoBotOrderToLE, ([NoMinOrder, Preorder], NoBotOrder)), | |
| (DiscreteTopology.orderTopology_of_pred_succ', | |
| ([NoMaxOrder, NoMinOrder, SuccOrder, PredOrder, PartialOrder, DiscreteTopology], OrderTopology)), | |
| (DiscreteTopology.topologicalSemiring, ([DiscreteTopology, NonUnitalNonAssocSemiring], TopologicalSemiring)), | |
| (LinearOrderedField.topologicalRing, ([OrderTopology, LinearOrderedField], TopologicalRing)), | |
| (TopologicalGroup.measurableInv, ([TopologicalGroup, BorelSpace], MeasurableInv)), | |
| (IsPrincipalIdealRing.isDedekindDomain, ([IsPrincipalIdealRing, IsDomain, CommRing], IsDedekindDomain)), | |
| (UpperTopology.t0Space, ([UpperTopology, PartialOrder], T0Space)), | |
| (BorelSpace.countablyGenerated, | |
| ([TopologicalSpace.SecondCountableTopology, BorelSpace], MeasurableSpace.CountablyGenerated)), | |
| (proper_of_compact, ([CompactSpace, PseudoMetricSpace], ProperSpace)), | |
| (ContinuousAdd.measurableMul₂, | |
| ([ContinuousAdd, TopologicalSpace.SecondCountableTopology, BorelSpace], MeasurableAdd₂)), | |
| (LowerTopology.t0Space, ([LowerTopology, PartialOrder], T0Space)), | |
| (IsSimpleGroup.isCyclic, ([IsSimpleGroup, CommGroup], IsCyclic)), | |
| (continuousMul_of_discreteTopology, ([DiscreteTopology, Mul], ContinuousMul)), | |
| (ContinuousSub.measurableSub₂, | |
| ([ContinuousSub, TopologicalSpace.SecondCountableTopology, BorelSpace], MeasurableSub₂)), | |
| (GCDMonoid.toIsIntegrallyClosed, ([GCDMonoid, IsDomain, CommRing], IsIntegrallyClosed)), | |
| (ConditionallyCompleteLinearOrder.toCompactIccSpace, | |
| ([OrderTopology, ConditionallyCompleteLinearOrder], CompactIccSpace)), | |
| (TopologicalSpace.Countable.to_separableSpace, ([Countable, TopologicalSpace], TopologicalSpace.SeparableSpace)), | |
| (OpensMeasurableSpace.toMeasurableSingletonClass, ([T1Space, OpensMeasurableSpace], MeasurableSingletonClass)), | |
| (SeparableLocallyCompactAddGroup.sigmaCompactSpace, | |
| ([LocallyCompactSpace, TopologicalSpace.SeparableSpace, TopologicalAddGroup], SigmaCompactSpace)), | |
| (complete_of_compact, ([CompactSpace, UniformSpace], CompleteSpace)), | |
| (isAtomistic_of_complementedLattice, ([ComplementedLattice, IsCompactlyGenerated, IsModularLattice], IsAtomistic)), | |
| (LatticeOrderedCommGroup.hasOneLatticeHasPosPart, ([CommGroup, Lattice], PosPart)), | |
| (CategoryTheory.Limits.CompleteLattice.hasFiniteLimits_of_semilatticeInf_orderTop, | |
| ([OrderTop, SemilatticeInf], CategoryTheory.Limits.HasFiniteLimits)), | |
| (continuousAdd_of_discreteTopology, ([DiscreteTopology, Add], ContinuousAdd)), | |
| (measurableDiv₂_of_mul_inv, ([MeasurableInv, MeasurableMul₂, DivInvMonoid], MeasurableDiv₂)), | |
| (LatticeOrderedCommGroup.hasZeroLatticeHasPosPart, ([AddCommGroup, Lattice], PosPart)), | |
| (countable_of_linear_succ_pred_arch, ([IsSuccArchimedean, PredOrder, LinearOrder], Countable)), | |
| (AddGroup.existsAddOfLE, ([LE, AddGroup], ExistsAddOfLE)), | |
| (IsSimpleOrder.instIsCoatomistic, ([IsSimpleOrder, CompleteLattice], IsCoatomistic)), | |
| (measurableSub_of_add_neg, ([MeasurableNeg, MeasurableAdd, SubNegMonoid], MeasurableSub)), | |
| (continuousInv_of_discreteTopology, ([DiscreteTopology, Inv], ContinuousInv)), | |
| (NoZeroDivisors.to_isCancelMulZero, ([NoZeroDivisors, Ring], IsCancelMulZero)), | |
| (LinearOrderedAddCommGroup.topologicalAddGroup, ([OrderTopology, LinearOrderedAddCommGroup], TopologicalAddGroup)), | |
| (LinearOrderedAddCommGroup.to_noMinOrder, ([Nontrivial, LinearOrderedAddCommGroup], NoMinOrder)), | |
| (PriestleySpace.toT2Space, ([PriestleySpace, PartialOrder], T2Space)), | |
| (isCyclic_of_subsingleton, ([Subsingleton, Group], IsCyclic)), | |
| (LinearOrderedAddCommGroup.to_noMaxOrder, ([Nontrivial, LinearOrderedAddCommGroup], NoMaxOrder)), | |
| (Finite.compactSpace, ([Finite, TopologicalSpace], CompactSpace)), | |
| (continuousNeg_of_discreteTopology, ([DiscreteTopology, Neg], ContinuousNeg)), | |
| (LinearOrder.infConvergenceClass, ([OrderTopology, LinearOrder], InfConvergenceClass)), | |
| (Finite.to_isAtomic, ([Finite, OrderBot, PartialOrder], IsAtomic)), | |
| (IsDomain.toCancelCommMonoidWithZero, ([IsDomain, CommSemiring], CancelCommMonoidWithZero)), | |
| (DiscreteTopology.topologicalRing, ([DiscreteTopology, NonUnitalNonAssocRing], TopologicalRing)), | |
| (ContinuousInf.measurableInf₂, | |
| ([ContinuousInf, TopologicalSpace.SecondCountableTopology, BorelSpace], MeasurableInf₂)), | |
| (Group.fg_of_finite, ([Finite, Group], Group.FG)), | |
| (Finset.LocallyFiniteOrder.toLocallyFiniteOrderBot, ([LocallyFiniteOrder, OrderBot], LocallyFiniteOrderBot)), | |
| (ContinuousSub.measurableSub, ([ContinuousSub, BorelSpace], MeasurableSub)), | |
| (Ring.DimensionLEOne.principal_ideal_ring, ([IsPrincipalIdealRing, IsDomain, CommRing], Ring.DimensionLEOne)), | |
| (Neg.toHasAbs, ([Sup, Neg], Abs)), | |
| (LinearLocallyFiniteOrder.instPredOrderToPreorderToPartialOrderToSemilatticeInfToLatticeInstDistribLattice, | |
| ([LocallyFiniteOrder, LinearOrder], PredOrder)), | |
| (LinearLocallyFiniteOrder.instSuccOrderToPreorderToPartialOrderToSemilatticeInfToLatticeInstDistribLattice, | |
| ([LocallyFiniteOrder, LinearOrder], SuccOrder)), | |
| (isAtomic_of_complementedLattice, ([ComplementedLattice, IsCompactlyGenerated, IsModularLattice], IsAtomic)), | |
| (LatticeOrderedCommGroup.hasOneLatticeHasNegPart, ([CommGroup, Lattice], NegPart))] |
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| digraph "instance_graph" { | |
| "ConditionallyCompleteLinearOrderedField" -> "InfSet"; | |
| "ConditionallyCompleteLinearOrderedField" -> "SupSet"; | |
| "ConditionallyCompleteLinearOrderedField" -> "Sup"; | |
| "ConditionallyCompleteLinearOrderedField" -> "ConditionallyCompleteLinearOrder"; | |
| "ConditionallyCompleteLinearOrderedField" -> "Inf"; | |
| "ConditionallyCompleteLinearOrderedField" -> "LinearOrderedField"; | |
| "BiheytingAlgebra" -> "CoheytingAlgebra"; | |
| "BiheytingAlgebra" -> "HNot"; | |
| "BiheytingAlgebra" -> "SDiff"; | |
| "BiheytingAlgebra" -> "HeytingAlgebra"; | |
| "UpgradedPolishSpace" -> "MetricSpace"; | |
| "Nontrivial" -> "Nonempty"; | |
| "Semigroup" -> "Dvd"; | |
| "Semigroup" -> "Mul"; | |
| "CanonicallyLinearOrderedSemifield" -> "Nontrivial"; | |
| "CanonicallyLinearOrderedSemifield" -> "Inv"; | |
| "CanonicallyLinearOrderedSemifield" -> "Ord"; | |
| "CanonicallyLinearOrderedSemifield" -> "Max"; | |
| "CanonicallyLinearOrderedSemifield" -> "Div"; | |
| "CanonicallyLinearOrderedSemifield" -> "LinearOrderedCommGroupWithZero"; | |
| "CanonicallyLinearOrderedSemifield" -> "LinearOrderedSemifield"; | |
| "CanonicallyLinearOrderedSemifield" -> "Min"; | |
| "CanonicallyLinearOrderedSemifield" -> "CanonicallyLinearOrderedAddMonoid"; | |
| "CanonicallyLinearOrderedSemifield" -> "CanonicallyOrderedCommSemiring"; | |
| "StrictOrderedCommRing" -> "CommRing"; | |
| "StrictOrderedCommRing" -> "OrderedCommRing"; | |
| "StrictOrderedCommRing" -> "StrictOrderedRing"; | |
| "StrictOrderedCommRing" -> "StrictOrderedCommSemiring"; | |
| "OrderedCommGroup" -> "PartialOrder"; | |
| "OrderedCommGroup" -> "CommGroup"; | |
| "OrderedCommGroup" -> "OrderedCancelCommMonoid"; | |
| "Monoid" -> "Semigroup"; | |
| "Monoid" -> "One"; | |
| "Monoid" -> "MulOneClass"; | |
| "UniformSpace" -> "TopologicalSpace"; | |
| "NonUnitalNonAssocRing" -> "Mul"; | |
| "NonUnitalNonAssocRing" -> "AddCommGroup"; | |
| "NonUnitalNonAssocRing" -> "NonUnitalNonAssocSemiring"; | |
| "LinearOrderedCancelAddCommMonoid" -> "Ord"; | |
| "LinearOrderedCancelAddCommMonoid" -> "Max"; | |
| "LinearOrderedCancelAddCommMonoid" -> "LinearOrderedAddCommMonoid"; | |
| "LinearOrderedCancelAddCommMonoid" -> "Min"; | |
| "LinearOrderedCancelAddCommMonoid" -> "OrderedCancelAddCommMonoid"; | |
| "SemigroupWithZero" -> "Semigroup"; | |
| "SemigroupWithZero" -> "MulZeroClass"; | |
| "SemigroupWithZero" -> "Zero"; | |
| "Lattice" -> "SemilatticeInf"; | |
| "Lattice" -> "SemilatticeSup"; | |
| "Lattice" -> "Inf"; | |
| "BooleanAlgebra" -> "BiheytingAlgebra"; | |
| "BooleanAlgebra" -> "HImp"; | |
| "BooleanAlgebra" -> "HasCompl"; | |
| "BooleanAlgebra" -> "Bot"; | |
| "BooleanAlgebra" -> "DistribLattice"; | |
| "BooleanAlgebra" -> "GeneralizedBooleanAlgebra"; | |
| "BooleanAlgebra" -> "SDiff"; | |
| "BooleanAlgebra" -> "Top"; | |
| "OrderedCommMonoid" -> "PartialOrder"; | |
| "OrderedCommMonoid" -> "CommMonoid"; | |
| "NonUnitalSeminormedRing" -> "SeminormedAddCommGroup"; | |
| "NonUnitalSeminormedRing" -> "Norm"; | |
| "NonUnitalSeminormedRing" -> "PseudoMetricSpace"; | |
| "NonUnitalSeminormedRing" -> "NonUnitalRing"; | |
| "OrderedAddCommMonoid" -> "PartialOrder"; | |
| "OrderedAddCommMonoid" -> "AddCommMonoid"; | |
| "CompleteSemilatticeSup" -> "PartialOrder"; | |
| "CompleteSemilatticeSup" -> "SupSet"; | |
| "CommRing" -> "AddCommGroupWithOne"; | |
| "CommRing" -> "NonUnitalCommRing"; | |
| "CommRing" -> "CommSemiring"; | |
| "CommRing" -> "CommMonoid"; | |
| "CommRing" -> "Ring"; | |
| "LinearOrderedAddCommGroupWithTop" -> "Nontrivial"; | |
| "LinearOrderedAddCommGroupWithTop" -> "SubNegMonoid"; | |
| "LinearOrderedAddCommGroupWithTop" -> "Neg"; | |
| "LinearOrderedAddCommGroupWithTop" -> "LinearOrderedAddCommMonoidWithTop"; | |
| "LinearOrderedAddCommGroupWithTop" -> "Sub"; | |
| "StrictOrderedSemiring" -> "Nontrivial"; | |
| "StrictOrderedSemiring" -> "PartialOrder"; | |
| "StrictOrderedSemiring" -> "OrderedSemiring"; | |
| "StrictOrderedSemiring" -> "OrderedCancelAddCommMonoid"; | |
| "StrictOrderedSemiring" -> "Semiring"; | |
| "AddCommGroupWithOne" -> "One"; | |
| "AddCommGroupWithOne" -> "IntCast"; | |
| "AddCommGroupWithOne" -> "AddCommMonoidWithOne"; | |
| "AddCommGroupWithOne" -> "AddCommGroup"; | |
| "AddCommGroupWithOne" -> "NatCast"; | |
| "AddCommGroupWithOne" -> "AddGroupWithOne"; | |
| "One" -> "Nonempty"; | |
| "SeminormedAddCommGroup" -> "SeminormedAddGroup"; | |
| "SeminormedAddCommGroup" -> "AddCommGroup"; | |
| "SeminormedAddCommGroup" -> "Norm"; | |
| "SeminormedAddCommGroup" -> "PseudoMetricSpace"; | |
| "AddLeftCancelSemigroup" -> "AddSemigroup"; | |
| "LinearOrderedCommGroup" -> "OrderedCommGroup"; | |
| "LinearOrderedCommGroup" -> "Ord"; | |
| "LinearOrderedCommGroup" -> "LinearOrder"; | |
| "LinearOrderedCommGroup" -> "Max"; | |
| "LinearOrderedCommGroup" -> "LinearOrderedCancelCommMonoid"; | |
| "LinearOrderedCommGroup" -> "Min"; | |
| "AddCancelCommMonoid" -> "AddLeftCancelMonoid"; | |
| "AddCancelCommMonoid" -> "AddCancelMonoid"; | |
| "AddCancelCommMonoid" -> "AddCommMonoid"; | |
| "NormedCommRing" -> "SeminormedCommRing"; | |
| "NormedCommRing" -> "NormedRing"; | |
| "SeminormedCommRing" -> "CommRing"; | |
| "SeminormedCommRing" -> "SeminormedRing"; | |
| "KleeneAlgebra" -> "KStar"; | |
| "KleeneAlgebra" -> "IdemSemiring"; | |
| "Quandle" -> "Rack"; | |
| "OrderedRing" -> "PartialOrder"; | |
| "OrderedRing" -> "OrderedSemiring"; | |
| "OrderedRing" -> "OrderedAddCommGroup"; | |
| "OrderedRing" -> "Ring"; | |
| "LinearOrderedCommSemiring" -> "LinearOrderedCancelAddCommMonoid"; | |
| "LinearOrderedCommSemiring" -> "Ord"; | |
| "LinearOrderedCommSemiring" -> "Max"; | |
| "LinearOrderedCommSemiring" -> "Min"; | |
| "LinearOrderedCommSemiring" -> "StrictOrderedCommSemiring"; | |
| "LinearOrderedCommSemiring" -> "LinearOrderedSemiring"; | |
| "NormedGroup" -> "SeminormedGroup"; | |
| "NormedGroup" -> "Group"; | |
| "NormedGroup" -> "Norm"; | |
| "NormedGroup" -> "MetricSpace"; | |
| "LinearOrder" -> "Lattice"; | |
| "LinearOrder" -> "Ord"; | |
| "LinearOrder" -> "Max"; | |
| "LinearOrder" -> "PartialOrder"; | |
| "LinearOrder" -> "Min"; | |
| "LinearOrder" -> "DistribLattice"; | |
| "SeminormedGroup" -> "Group"; | |
| "SeminormedGroup" -> "NNNorm"; | |
| "SeminormedGroup" -> "Norm"; | |
| "SeminormedGroup" -> "PseudoMetricSpace"; | |
| "Finite" -> "Countable"; | |
| "Unique" -> "Fintype"; | |
| "Unique" -> "Inhabited"; | |
| "Unique" -> "Subsingleton"; | |
| "ConditionallyCompleteLinearOrderBot" -> "Bot"; | |
| "ConditionallyCompleteLinearOrderBot" -> "ConditionallyCompleteLinearOrder"; | |
| "InvolutiveStar" -> "Star"; | |
| "CancelCommMonoidWithZero" -> "CommMonoidWithZero"; | |
| "CancelCommMonoidWithZero" -> "CancelMonoidWithZero"; | |
| "SeminormedAddGroup" -> "NNNorm"; | |
| "SeminormedAddGroup" -> "Norm"; | |
| "SeminormedAddGroup" -> "PseudoMetricSpace"; | |
| "SeminormedAddGroup" -> "AddGroup"; | |
| "DivisionCommMonoid" -> "DivisionMonoid"; | |
| "DivisionCommMonoid" -> "CommMonoid"; | |
| "GroupWithZero" -> "Nontrivial"; | |
| "GroupWithZero" -> "Inv"; | |
| "GroupWithZero" -> "DivisionMonoid"; | |
| "GroupWithZero" -> "Div"; | |
| "GroupWithZero" -> "DivInvMonoid"; | |
| "GroupWithZero" -> "MonoidWithZero"; | |
| "GroupWithZero" -> "CancelMonoidWithZero"; | |
| "Rack" -> "Shelf"; | |
| "CompleteAtomicBooleanAlgebra" -> "HImp"; | |
| "CompleteAtomicBooleanAlgebra" -> "CompletelyDistribLattice"; | |
| "CompleteAtomicBooleanAlgebra" -> "CompleteBooleanAlgebra"; | |
| "CompleteAtomicBooleanAlgebra" -> "HasCompl"; | |
| "CompleteAtomicBooleanAlgebra" -> "SDiff"; | |
| "NormedLatticeAddCommGroup" -> "Lattice"; | |
| "NormedLatticeAddCommGroup" -> "OrderedAddCommGroup"; | |
| "NormedLatticeAddCommGroup" -> "NormedAddCommGroup"; | |
| "ConditionallyCompleteLattice" -> "Lattice"; | |
| "ConditionallyCompleteLattice" -> "InfSet"; | |
| "ConditionallyCompleteLattice" -> "SupSet"; | |
| "GeneralizedCoheytingAlgebra" -> "Lattice"; | |
| "GeneralizedCoheytingAlgebra" -> "Bot"; | |
| "GeneralizedCoheytingAlgebra" -> "DistribLattice"; | |
| "GeneralizedCoheytingAlgebra" -> "SDiff"; | |
| "Group" -> "DivisionMonoid"; | |
| "Group" -> "DivInvMonoid"; | |
| "Group" -> "CancelMonoid"; | |
| "CompleteDistribLattice" -> "Order.Coframe"; | |
| "CompleteDistribLattice" -> "Order.Frame"; | |
| "SubNegMonoid" -> "Neg"; | |
| "SubNegMonoid" -> "AddMonoid"; | |
| "SubNegMonoid" -> "Sub"; | |
| "DivInvOneMonoid" -> "DivInvMonoid"; | |
| "DivInvOneMonoid" -> "InvOneClass"; | |
| "AddLeftCancelMonoid" -> "AddLeftCancelSemigroup"; | |
| "AddLeftCancelMonoid" -> "AddMonoid"; | |
| "AddLeftCancelMonoid" -> "Zero"; | |
| "AddCommMonoidWithOne" -> "AddCommMonoid"; | |
| "AddCommMonoidWithOne" -> "AddMonoidWithOne"; | |
| "MulZeroClass" -> "Mul"; | |
| "MulZeroClass" -> "Zero"; | |
| "LinearOrderedRing" -> "Ord"; | |
| "LinearOrderedRing" -> "LinearOrder"; | |
| "LinearOrderedRing" -> "Max"; | |
| "LinearOrderedRing" -> "Min"; | |
| "LinearOrderedRing" -> "LinearOrderedAddCommGroup"; | |
| "LinearOrderedRing" -> "StrictOrderedRing"; | |
| "LinearOrderedRing" -> "LinearOrderedSemiring"; | |
| "AddCancelMonoid" -> "AddLeftCancelMonoid"; | |
| "AddCancelMonoid" -> "AddRightCancelMonoid"; | |
| "PartialOrder" -> "Preorder"; | |
| "CategoryTheory.Groupoid" -> "CategoryTheory.Category"; | |
| "AddCommGroup" -> "AddCancelCommMonoid"; | |
| "AddCommGroup" -> "AddCommMonoid"; | |
| "AddCommGroup" -> "AddGroup"; | |
| "AddCommGroup" -> "SubtractionCommMonoid"; | |
| "DivisionMonoid" -> "DivInvOneMonoid"; | |
| "DivisionMonoid" -> "InvolutiveInv"; | |
| "DivisionMonoid" -> "DivInvMonoid"; | |
| "NormedLinearOrderedField" -> "Norm"; | |
| "NormedLinearOrderedField" -> "NormedField"; | |
| "NormedLinearOrderedField" -> "MetricSpace"; | |
| "NormedLinearOrderedField" -> "LinearOrderedField"; | |
| "InfSet" -> "Nonempty"; | |
| "OrderedSemiring" -> "OrderedAddCommMonoid"; | |
| "OrderedSemiring" -> "PartialOrder"; | |
| "OrderedSemiring" -> "Semiring"; | |
| "CoheytingAlgebra" -> "GeneralizedCoheytingAlgebra"; | |
| "CoheytingAlgebra" -> "DistribLattice"; | |
| "CoheytingAlgebra" -> "HNot"; | |
| "CoheytingAlgebra" -> "Top"; | |
| "Semifield" -> "Nontrivial"; | |
| "Semifield" -> "Inv"; | |
| "Semifield" -> "Div"; | |
| "Semifield" -> "CommSemiring"; | |
| "Semifield" -> "DivisionSemiring"; | |
| "Semifield" -> "CommGroupWithZero"; | |
| "CanonicallyOrderedMonoid" -> "OrderedCommMonoid"; | |
| "CanonicallyOrderedMonoid" -> "Bot"; | |
| "CompletelyDistribLattice" -> "CompleteDistribLattice"; | |
| "CompletelyDistribLattice" -> "CompleteLattice"; | |
| "CircularPreorder" -> "Btw"; | |
| "CircularPreorder" -> "SBtw"; | |
| "CompleteBooleanAlgebra" -> "BooleanAlgebra"; | |
| "CompleteBooleanAlgebra" -> "CompleteDistribLattice"; | |
| "CompleteBooleanAlgebra" -> "InfSet"; | |
| "CompleteBooleanAlgebra" -> "SupSet"; | |
| "Setoid" -> "HasEquiv"; | |
| "NonUnitalNormedRing" -> "NonUnitalSeminormedRing"; | |
| "NonUnitalNormedRing" -> "Norm"; | |
| "NonUnitalNormedRing" -> "MetricSpace"; | |
| "NonUnitalNormedRing" -> "NonUnitalRing"; | |
| "NonUnitalNormedRing" -> "NormedAddCommGroup"; | |
| "NonAssocRing" -> "NonUnitalNonAssocRing"; | |
| "NonAssocRing" -> "AddCommGroupWithOne"; | |
| "NonAssocRing" -> "One"; | |
| "NonAssocRing" -> "IntCast"; | |
| "NonAssocRing" -> "NatCast"; | |
| "NonAssocRing" -> "NonAssocSemiring"; | |
| "NonUnitalCommRing" -> "CommSemigroup"; | |
| "NonUnitalCommRing" -> "NonUnitalRing"; | |
| "NonUnitalCommRing" -> "NonUnitalCommSemiring"; | |
| "SupSet" -> "Nonempty"; | |
| "LinearOrderedAddCommMonoid" -> "OrderedAddCommMonoid"; | |
| "LinearOrderedAddCommMonoid" -> "LinearOrder"; | |
| "LinearOrderedAddCommMonoid" -> "AddCommMonoid"; | |
| "Bot" -> "Nonempty"; | |
| "MulZeroOneClass" -> "MulZeroClass"; | |
| "MulZeroOneClass" -> "MulOneClass"; | |
| "MulZeroOneClass" -> "Zero"; | |
| "CommGroup" -> "DivisionCommMonoid"; | |
| "CommGroup" -> "Group"; | |
| "CommGroup" -> "CommMonoid"; | |
| "CommGroup" -> "CancelCommMonoid"; | |
| "IsEmpty" -> "Fintype"; | |
| "IsEmpty" -> "Subsingleton"; | |
| "IsEmpty" -> "Encodable"; | |
| "Std.ToFormat" -> "Lean.ToMessageData"; | |
| "LinearOrderedCommGroupWithZero" -> "Nontrivial"; | |
| "LinearOrderedCommGroupWithZero" -> "Inv"; | |
| "LinearOrderedCommGroupWithZero" -> "Div"; | |
| "LinearOrderedCommGroupWithZero" -> "LinearOrderedCommMonoidWithZero"; | |
| "LinearOrderedCommGroupWithZero" -> "CommGroupWithZero"; | |
| "LinearOrderedCancelCommMonoid" -> "Ord"; | |
| "LinearOrderedCancelCommMonoid" -> "Max"; | |
| "LinearOrderedCancelCommMonoid" -> "Min"; | |
| "LinearOrderedCancelCommMonoid" -> "LinearOrderedCommMonoid"; | |
| "LinearOrderedCancelCommMonoid" -> "OrderedCancelCommMonoid"; | |
| "AddSemigroup" -> "Add"; | |
| "LinearOrderedSemifield" -> "Inv"; | |
| "LinearOrderedSemifield" -> "LinearOrderedCommSemiring"; | |
| "LinearOrderedSemifield" -> "Semifield"; | |
| "LinearOrderedSemifield" -> "Div"; | |
| "RightCancelMonoid" -> "Monoid"; | |
| "RightCancelMonoid" -> "One"; | |
| "RightCancelMonoid" -> "RightCancelSemigroup"; | |
| "OrderedCommRing" -> "CommRing"; | |
| "OrderedCommRing" -> "OrderedRing"; | |
| "OrderedCommRing" -> "OrderedCommSemiring"; | |
| "PseudoEMetricSpace" -> "UniformSpace"; | |
| "PseudoEMetricSpace" -> "EDist"; | |
| "InvolutiveInv" -> "Inv"; | |
| "EMetricSpace" -> "PseudoEMetricSpace"; | |
| "DivInvMonoid" -> "Monoid"; | |
| "DivInvMonoid" -> "Inv"; | |
| "DivInvMonoid" -> "Div"; | |
| "CircularPartialOrder" -> "CircularPreorder"; | |
| "NormedField" -> "NormedCommRing"; | |
| "NormedField" -> "Norm"; | |
| "NormedField" -> "MetricSpace"; | |
| "NormedField" -> "Field"; | |
| "NormedField" -> "NormedDivisionRing"; | |
| "InvOneClass" -> "One"; | |
| "InvOneClass" -> "Inv"; | |
| "LeftCancelSemigroup" -> "Semigroup"; | |
| "AddCommMonoid" -> "AddMonoid"; | |
| "AddCommMonoid" -> "AddCommSemigroup"; | |
| "Lean.Eval" -> "Lean.MetaEval"; | |
| "LinearOrderedCommRing" -> "StrictOrderedCommRing"; | |
| "LinearOrderedCommRing" -> "LinearOrderedCommSemiring"; | |
| "LinearOrderedCommRing" -> "LinearOrderedRing"; | |
| "LinearOrderedCommRing" -> "CommMonoid"; | |
| "NormedCommGroup" -> "NormedGroup"; | |
| "NormedCommGroup" -> "Norm"; | |
| "NormedCommGroup" -> "CommGroup"; | |
| "NormedCommGroup" -> "MetricSpace"; | |
| "NormedCommGroup" -> "SeminormedCommGroup"; | |
| "CommSemiring" -> "CommMonoidWithZero"; | |
| "CommSemiring" -> "Semiring"; | |
| "CommSemiring" -> "NonUnitalCommSemiring"; | |
| "CommSemiring" -> "CommMonoid"; | |
| "OmegaCompletePartialOrder" -> "PartialOrder"; | |
| "AddRightCancelMonoid" -> "AddRightCancelSemigroup"; | |
| "AddRightCancelMonoid" -> "AddMonoid"; | |
| "AddRightCancelMonoid" -> "Zero"; | |
| "CommSemigroup" -> "Semigroup"; | |
| "IdemCommSemiring" -> "CommSemiring"; | |
| "IdemCommSemiring" -> "IdemSemiring"; | |
| "IdemCommSemiring" -> "SemilatticeSup"; | |
| "DivisionSemiring" -> "Nontrivial"; | |
| "DivisionSemiring" -> "Inv"; | |
| "DivisionSemiring" -> "GroupWithZero"; | |
| "DivisionSemiring" -> "Div"; | |
| "DivisionSemiring" -> "Semiring"; | |
| "OrderedCommSemiring" -> "OrderedSemiring"; | |
| "OrderedCommSemiring" -> "CommSemiring"; | |
| "CategoryTheory.Bicategory" -> "CategoryTheory.CategoryStruct"; | |
| "DistribLattice" -> "Lattice"; | |
| "LieRing" -> "AddCommGroup"; | |
| "InvolutiveNeg" -> "Neg"; | |
| "PseudoMetricSpace" -> "UniformSpace"; | |
| "PseudoMetricSpace" -> "NNDist"; | |
| "PseudoMetricSpace" -> "PseudoEMetricSpace"; | |
| "PseudoMetricSpace" -> "Dist"; | |
| "PseudoMetricSpace" -> "EDist"; | |
| "PseudoMetricSpace" -> "Bornology"; | |
| "AddGroup" -> "SubNegMonoid"; | |
| "AddGroup" -> "AddCancelMonoid"; | |
| "AddGroup" -> "SubtractionMonoid"; | |
| "AddZeroClass" -> "Add"; | |
| "AddZeroClass" -> "Zero"; | |
| "SemilatticeInf" -> "PartialOrder"; | |
| "SemilatticeInf" -> "Inf"; | |
| "MonoidWithZero" -> "Monoid"; | |
| "MonoidWithZero" -> "SemigroupWithZero"; | |
| "MonoidWithZero" -> "MulZeroOneClass"; | |
| "MonoidWithZero" -> "Zero"; | |
| "LeftCancelMonoid" -> "Monoid"; | |
| "LeftCancelMonoid" -> "One"; | |
| "LeftCancelMonoid" -> "LeftCancelSemigroup"; | |
| "SubNegZeroMonoid" -> "SubNegMonoid"; | |
| "SubNegZeroMonoid" -> "NegZeroClass"; | |
| "NonAssocSemiring" -> "One"; | |
| "NonAssocSemiring" -> "AddCommMonoidWithOne"; | |
| "NonAssocSemiring" -> "NatCast"; | |
| "NonAssocSemiring" -> "MulZeroOneClass"; | |
| "NonAssocSemiring" -> "NonUnitalNonAssocSemiring"; | |
| "DenselyNormedField" -> "NormedField"; | |
| "DenselyNormedField" -> "NontriviallyNormedField"; | |
| "UnitalShelf" -> "One"; | |
| "UnitalShelf" -> "Shelf"; | |
| "Fintype" -> "Finite"; | |
| "Fintype" -> "Small"; | |
| "AddRightCancelSemigroup" -> "AddSemigroup"; | |
| "MetricSpace" -> "EMetricSpace"; | |
| "MetricSpace" -> "PseudoMetricSpace"; | |
| "Order.Coframe" -> "DistribLattice"; | |
| "Order.Coframe" -> "CompleteLattice"; | |
| "LinearOrderedAddCommMonoidWithTop" -> "LinearOrderedAddCommMonoid"; | |
| "LinearOrderedAddCommMonoidWithTop" -> "Top"; | |
| "SubtractionMonoid" -> "SubNegMonoid"; | |
| "SubtractionMonoid" -> "InvolutiveNeg"; | |
| "SubtractionMonoid" -> "SubNegZeroMonoid"; | |
| "LinearOrderedCommMonoidWithZero" -> "CommMonoidWithZero"; | |
| "LinearOrderedCommMonoidWithZero" -> "LinearOrderedCommMonoid"; | |
| "LinearOrderedCommMonoidWithZero" -> "Zero"; | |
| "NonUnitalSemiring" -> "SemigroupWithZero"; | |
| "NonUnitalSemiring" -> "NonUnitalNonAssocSemiring"; | |
| "CanonicallyOrderedAddMonoid" -> "OrderedAddCommMonoid"; | |
| "CanonicallyOrderedAddMonoid" -> "Bot"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "Ord"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "LinearOrder"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "Max"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "Min"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "CanonicallyOrderedAddMonoid"; | |
| "CanonicallyLinearOrderedAddMonoid" -> "SemilatticeSup"; | |
| "CommMonoidWithZero" -> "MonoidWithZero"; | |
| "CommMonoidWithZero" -> "CommMonoid"; | |
| "CommMonoidWithZero" -> "Zero"; | |
| "GeneralizedBooleanAlgebra" -> "GeneralizedCoheytingAlgebra"; | |
| "GeneralizedBooleanAlgebra" -> "Bot"; | |
| "GeneralizedBooleanAlgebra" -> "DistribLattice"; | |
| "GeneralizedBooleanAlgebra" -> "SDiff"; | |
| "EuclideanDomain" -> "Mod"; | |
| "EuclideanDomain" -> "Nontrivial"; | |
| "EuclideanDomain" -> "CommRing"; | |
| "EuclideanDomain" -> "Div"; | |
| "OrderedCancelAddCommMonoid" -> "OrderedAddCommMonoid"; | |
| "OrderedCancelAddCommMonoid" -> "AddCancelCommMonoid"; | |
| "OrderedCancelAddCommMonoid" -> "PartialOrder"; | |
| "OrderedCancelAddCommMonoid" -> "AddCommMonoid"; | |
| "Distrib" -> "Mul"; | |
| "Distrib" -> "Add"; | |
| "LinearOrderedAddCommGroup" -> "LinearOrderedCancelAddCommMonoid"; | |
| "LinearOrderedAddCommGroup" -> "Ord"; | |
| "LinearOrderedAddCommGroup" -> "LinearOrder"; | |
| "LinearOrderedAddCommGroup" -> "Max"; | |
| "LinearOrderedAddCommGroup" -> "Min"; | |
| "LinearOrderedAddCommGroup" -> "OrderedAddCommGroup"; | |
| "CommGroupWithZero" -> "Nontrivial"; | |
| "CommGroupWithZero" -> "Inv"; | |
| "CommGroupWithZero" -> "CancelCommMonoidWithZero"; | |
| "CommGroupWithZero" -> "DivisionCommMonoid"; | |
| "CommGroupWithZero" -> "GroupWithZero"; | |
| "CommGroupWithZero" -> "Div"; | |
| "CommGroupWithZero" -> "CommMonoidWithZero"; | |
| "ToString" -> "Std.ToFormat"; | |
| "ToString" -> "Lean.Eval"; | |
| "AddMonoid" -> "AddSemigroup"; | |
| "AddMonoid" -> "AddZeroClass"; | |
| "AddMonoid" -> "Zero"; | |
| "NormedLinearOrderedAddGroup" -> "Norm"; | |
| "NormedLinearOrderedAddGroup" -> "MetricSpace"; | |
| "NormedLinearOrderedAddGroup" -> "LinearOrderedAddCommGroup"; | |
| "NormedLinearOrderedAddGroup" -> "NormedOrderedAddGroup"; | |
| "LinearOrderedCommMonoid" -> "OrderedCommMonoid"; | |
| "LinearOrderedCommMonoid" -> "LinearOrder"; | |
| "LinearOrderedCommMonoid" -> "CommMonoid"; | |
| "CancelMonoid" -> "RightCancelMonoid"; | |
| "CancelMonoid" -> "LeftCancelMonoid"; | |
| "Primcodable" -> "Encodable"; | |
| "Semiring" -> "One"; | |
| "Semiring" -> "NatCast"; | |
| "Semiring" -> "MonoidWithZero"; | |
| "Semiring" -> "NonAssocSemiring"; | |
| "Semiring" -> "NonUnitalSemiring"; | |
| "NontriviallyNormedField" -> "NormedField"; | |
| "Countable" -> "Small"; | |
| "CompleteLinearOrder" -> "LinearOrder"; | |
| "CompleteLinearOrder" -> "ConditionallyCompleteLinearOrderBot"; | |
| "CompleteLinearOrder" -> "CompletelyDistribLattice"; | |
| "CompleteLinearOrder" -> "CompleteLattice"; | |
| "Inhabited" -> "Nonempty"; | |
| "Subsingleton" -> "Finite"; | |
| "Subsingleton" -> "Countable"; | |
| "Subsingleton" -> "Small"; | |
| "FinEnum" -> "Fintype"; | |
| "CompleteSemilatticeInf" -> "PartialOrder"; | |
| "CompleteSemilatticeInf" -> "InfSet"; | |
| "AddGroupWithOne" -> "IntCast"; | |
| "AddGroupWithOne" -> "Neg"; | |
| "AddGroupWithOne" -> "AddGroup"; | |
| "AddGroupWithOne" -> "AddMonoidWithOne"; | |
| "AddGroupWithOne" -> "Sub"; | |
| "CategoryTheory.CategoryStruct" -> "Quiver"; | |
| "StrictOrderedRing" -> "Nontrivial"; | |
| "StrictOrderedRing" -> "StrictOrderedSemiring"; | |
| "StrictOrderedRing" -> "OrderedRing"; | |
| "StrictOrderedRing" -> "PartialOrder"; | |
| "StrictOrderedRing" -> "OrderedAddCommGroup"; | |
| "StrictOrderedRing" -> "Ring"; | |
| "DivisionRing" -> "Nontrivial"; | |
| "DivisionRing" -> "Inv"; | |
| "DivisionRing" -> "OfScientific"; | |
| "DivisionRing" -> "Div"; | |
| "DivisionRing" -> "DivInvMonoid"; | |
| "DivisionRing" -> "DivisionSemiring"; | |
| "DivisionRing" -> "RatCast"; | |
| "DivisionRing" -> "Ring"; | |
| "NormedOrderedAddGroup" -> "Norm"; | |
| "NormedOrderedAddGroup" -> "MetricSpace"; | |
| "NormedOrderedAddGroup" -> "OrderedAddCommGroup"; | |
| "NormedOrderedAddGroup" -> "NormedAddCommGroup"; | |
| "Infinite" -> "Nontrivial"; | |
| "SizeOf" -> "WellFoundedRelation"; | |
| "NormedOrderedGroup" -> "OrderedCommGroup"; | |
| "NormedOrderedGroup" -> "Norm"; | |
| "NormedOrderedGroup" -> "NormedCommGroup"; | |
| "NormedOrderedGroup" -> "MetricSpace"; | |
| "NonUnitalRing" -> "NonUnitalNonAssocRing"; | |
| "NonUnitalRing" -> "NonUnitalSemiring"; | |
| "NonUnitalCommSemiring" -> "CommSemigroup"; | |
| "NonUnitalCommSemiring" -> "NonUnitalSemiring"; | |
| "HeytingAlgebra" -> "HasCompl"; | |
| "HeytingAlgebra" -> "Bot"; | |
| "HeytingAlgebra" -> "GeneralizedHeytingAlgebra"; | |
| "NormedLinearOrderedGroup" -> "LinearOrderedCommGroup"; | |
| "NormedLinearOrderedGroup" -> "Norm"; | |
| "NormedLinearOrderedGroup" -> "MetricSpace"; | |
| "NormedLinearOrderedGroup" -> "NormedOrderedGroup"; | |
| "ConditionallyCompleteLinearOrder" -> "LinearOrder"; | |
| "ConditionallyCompleteLinearOrder" -> "ConditionallyCompleteLattice"; | |
| "Order.Frame" -> "DistribLattice"; | |
| "Order.Frame" -> "CompleteLattice"; | |
| "AddCommSemigroup" -> "AddSemigroup"; | |
| "SeminormedCommGroup" -> "SeminormedGroup"; | |
| "SeminormedCommGroup" -> "Norm"; | |
| "SeminormedCommGroup" -> "CommGroup"; | |
| "SeminormedCommGroup" -> "PseudoMetricSpace"; | |
| "MulOneClass" -> "One"; | |
| "MulOneClass" -> "Mul"; | |
| "SubtractionCommMonoid" -> "AddCommMonoid"; | |
| "SubtractionCommMonoid" -> "SubtractionMonoid"; | |
| "Denumerable" -> "Primcodable"; | |
| "Denumerable" -> "Infinite"; | |
| "Denumerable" -> "Encodable"; | |
| "RightCancelSemigroup" -> "Semigroup"; | |
| "NonUnitalNonAssocSemiring" -> "Mul"; | |
| "NonUnitalNonAssocSemiring" -> "MulZeroClass"; | |
| "NonUnitalNonAssocSemiring" -> "AddCommMonoid"; | |
| "NonUnitalNonAssocSemiring" -> "Distrib"; | |
| "NegZeroClass" -> "Neg"; | |
| "NegZeroClass" -> "Zero"; | |
| "OrderedAddCommGroup" -> "PartialOrder"; | |
| "OrderedAddCommGroup" -> "AddCommGroup"; | |
| "OrderedAddCommGroup" -> "OrderedCancelAddCommMonoid"; | |
| "StrictOrderedCommSemiring" -> "StrictOrderedSemiring"; | |
| "StrictOrderedCommSemiring" -> "CommSemiring"; | |
| "StrictOrderedCommSemiring" -> "OrderedCommSemiring"; | |
| "CompleteLattice" -> "Lattice"; | |
| "CompleteLattice" -> "CompleteSemilatticeSup"; | |
| "CompleteLattice" -> "ConditionallyCompleteLattice"; | |
| "CompleteLattice" -> "InfSet"; | |
| "CompleteLattice" -> "SupSet"; | |
| "CompleteLattice" -> "Bot"; | |
| "CompleteLattice" -> "OmegaCompletePartialOrder"; | |
| "CompleteLattice" -> "CompleteSemilatticeInf"; | |
| "CompleteLattice" -> "Top"; | |
| "Repr" -> "ReprTuple"; | |
| "Repr" -> "Lean.Eval"; | |
| "OrderedCancelCommMonoid" -> "OrderedCommMonoid"; | |
| "OrderedCancelCommMonoid" -> "PartialOrder"; | |
| "OrderedCancelCommMonoid" -> "CommMonoid"; | |
| "OrderedCancelCommMonoid" -> "CancelCommMonoid"; | |
| "LinearOrderedSemiring" -> "StrictOrderedSemiring"; | |
| "LinearOrderedSemiring" -> "Ord"; | |
| "LinearOrderedSemiring" -> "Max"; | |
| "LinearOrderedSemiring" -> "LinearOrderedAddCommMonoid"; | |
| "LinearOrderedSemiring" -> "Min"; | |
| "IdemSemiring" -> "CanonicallyOrderedAddMonoid"; | |
| "IdemSemiring" -> "Semiring"; | |
| "IdemSemiring" -> "SemilatticeSup"; | |
| "CommMonoid" -> "Monoid"; | |
| "CommMonoid" -> "CommSemigroup"; | |
| "SemilatticeSup" -> "PartialOrder"; | |
| "SemilatticeSup" -> "Sup"; | |
| "Field" -> "Nontrivial"; | |
| "Field" -> "CommRing"; | |
| "Field" -> "Inv"; | |
| "Field" -> "Semifield"; | |
| "Field" -> "Div"; | |
| "Field" -> "RatCast"; | |
| "Field" -> "EuclideanDomain"; | |
| "Field" -> "DivisionRing"; | |
| "Ring" -> "IntCast"; | |
| "Ring" -> "AddCommGroup"; | |
| "Ring" -> "NonAssocRing"; | |
| "Ring" -> "LieRing"; | |
| "Ring" -> "Neg"; | |
| "Ring" -> "Semiring"; | |
| "Ring" -> "AddGroupWithOne"; | |
| "Ring" -> "NonUnitalRing"; | |
| "Ring" -> "Sub"; | |
| "GeneralizedHeytingAlgebra" -> "Lattice"; | |
| "GeneralizedHeytingAlgebra" -> "HImp"; | |
| "GeneralizedHeytingAlgebra" -> "DistribLattice"; | |
| "GeneralizedHeytingAlgebra" -> "Top"; | |
| "MeasureTheory.MeasureSpace" -> "MeasurableSpace"; | |
| "NormedRing" -> "Norm"; | |
| "NormedRing" -> "NonUnitalNormedRing"; | |
| "NormedRing" -> "MetricSpace"; | |
| "NormedRing" -> "Ring"; | |
| "NormedRing" -> "SeminormedRing"; | |
| "NonemptyFinLinOrd" -> "LinearOrder"; | |
| "NonemptyFinLinOrd" -> "Fintype"; | |
| "NonemptyFinLinOrd" -> "Nonempty"; | |
| "CanonicallyOrderedCommSemiring" -> "OrderedCommMonoid"; | |
| "CanonicallyOrderedCommSemiring" -> "One"; | |
| "CanonicallyOrderedCommSemiring" -> "Mul"; | |
| "CanonicallyOrderedCommSemiring" -> "NatCast"; | |
| "CanonicallyOrderedCommSemiring" -> "CommSemiring"; | |
| "CanonicallyOrderedCommSemiring" -> "OrderedCommSemiring"; | |
| "CanonicallyOrderedCommSemiring" -> "CanonicallyOrderedAddMonoid"; | |
| "Top" -> "Nonempty"; | |
| "SeminormedRing" -> "NonUnitalSeminormedRing"; | |
| "SeminormedRing" -> "Norm"; | |
| "SeminormedRing" -> "PseudoMetricSpace"; | |
| "SeminormedRing" -> "Ring"; | |
| "NormedDivisionRing" -> "Norm"; | |
| "NormedDivisionRing" -> "MetricSpace"; | |
| "NormedDivisionRing" -> "DivisionRing"; | |
| "NormedDivisionRing" -> "NormedRing"; | |
| "CancelMonoidWithZero" -> "MonoidWithZero"; | |
| "LinearOrderedField" -> "Inv"; | |
| "LinearOrderedField" -> "Div"; | |
| "LinearOrderedField" -> "LinearOrderedSemifield"; | |
| "LinearOrderedField" -> "LinearOrderedCommRing"; | |
| "LinearOrderedField" -> "RatCast"; | |
| "LinearOrderedField" -> "Field"; | |
| "Encodable" -> "Countable"; | |
| "CircularOrder" -> "CircularPartialOrder"; | |
| "Preorder" -> "LE"; | |
| "Preorder" -> "LT"; | |
| "BooleanRing" -> "CommRing"; | |
| "BooleanRing" -> "Ring"; | |
| "NormedAddCommGroup" -> "SeminormedAddCommGroup"; | |
| "NormedAddCommGroup" -> "AddCommGroup"; | |
| "NormedAddCommGroup" -> "Norm"; | |
| "NormedAddCommGroup" -> "MetricSpace"; | |
| "NormedAddCommGroup" -> "NormedAddGroup"; | |
| "AddMonoidWithOne" -> "One"; | |
| "AddMonoidWithOne" -> "NatCast"; | |
| "AddMonoidWithOne" -> "AddMonoid"; | |
| "CategoryTheory.Category" -> "CategoryTheory.CategoryStruct"; | |
| "CanonicallyLinearOrderedMonoid" -> "Ord"; | |
| "CanonicallyLinearOrderedMonoid" -> "LinearOrder"; | |
| "CanonicallyLinearOrderedMonoid" -> "Max"; | |
| "CanonicallyLinearOrderedMonoid" -> "CanonicallyOrderedMonoid"; | |
| "CanonicallyLinearOrderedMonoid" -> "Min"; | |
| "CanonicallyLinearOrderedMonoid" -> "SemilatticeSup"; | |
| "NormedAddGroup" -> "SeminormedAddGroup"; | |
| "NormedAddGroup" -> "Norm"; | |
| "NormedAddGroup" -> "AddGroup"; | |
| "NormedAddGroup" -> "MetricSpace"; | |
| "CancelCommMonoid" -> "LeftCancelMonoid"; | |
| "CancelCommMonoid" -> "CancelMonoid"; | |
| "CancelCommMonoid" -> "CommMonoid"; | |
| "Zero" -> "Nonempty"; | |
| } |
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