Action 📖 | CompData | 267 mathmath: Action.resCongr_inv, Action.forget_η, DiscreteContAction.instDiscreteTopologyCarrierObjTopCatForget₂ContinuousMap, Action.instIsEquivalenceFunctorSingleObjInverse, Rep.μ_hom, Action.leftRegularTensorIso_inv_hom, Action.neg_hom, ContinuousCohomology.I_obj_V_isAddCommGroup, Action.inv_hom_hom_assoc, Action.sum_hom, ContinuousCohomology.I_obj_V_carrier, CategoryTheory.FintypeCat.instFiberFunctorActionFintypeCatForget, Representation.LinearizeMonoidal.ε_η, Action.diagonalSuccIsoTensorDiagonal_inv_hom, CategoryTheory.Functor.mapAction_δ_hom, Action.Functor.mapActionPreservesLimitsOfShapeOfPreserves, Action.tensorObj_V, Action.functorCategoryEquivalence_inverse, Action.instHasLimits, Action.FunctorCategoryEquivalence.counitIso_inv_app_app, Action.functorCategoryEquivalence_unitIso, Action.leftUnitor_inv_hom, Action.comp_hom, Action.instHasFiniteProducts, Action.rightDual_ρ, Action.instHasFiniteCoproducts, Action.whiskerRight_hom, Rep.ε_def, CategoryTheory.Functor.mapContActionCongr_inv, CategoryTheory.Functor.mapActionComp_hom, Action.FunctorCategoryEquivalence.functor_obj_obj, Action.instReflectsLimitsOfShapeForget, CategoryTheory.FintypeCat.instFiberFunctorActionFintypeCatForget₂HomSubtypeHomObjFiniteV, Representation.LinearizeMonoidal.μ_apply_single_single, Rep.μ_def, Action.Functor.mapActionPreservesLimit_of_preserves, CategoryTheory.PreGaloisCategory.instEssSurjContActionFintypeCatHomObjFiniteAutFunctorFunctorToContActionOfFiberFunctor, Action.forget₂_preservesZeroMorphisms, Action.smul_hom, CategoryTheory.Functor.mapContActionComp_inv, Action.forget_preservesZeroMorphisms, Rep.ActionToRep_obj_ρ, CategoryTheory.Functor.mapContActionCongr_hom, Action.FunctorCategoryEquivalence.unitIso_inv_app_hom, CategoryTheory.Functor.mapActionComp_inv, Action.FunctorCategoryEquivalence.functor_map_app, CategoryTheory.PreGaloisCategory.instFullContActionFintypeCatHomObjFiniteAutFunctorFunctorToContAction, ContinuousCohomology.I_obj_ρ_apply, Rep.ActionToRep_obj_V, Action.instPreservesColimitForgetOfHasColimitComp, Action.FunctorCategoryEquivalence.functor_δ, ContAction.resEquiv_inverse, Representation.LinearizeMonoidal.μ_comp_assoc, Action.hom_inv_hom, CategoryTheory.PreGaloisCategory.instFaithfulActionFintypeCatAutFunctorFunctorToAction, CategoryTheory.FintypeCat.instMonoActionFintypeCatImageComplementIncl, ContinuousCohomology.instLinearActionTopModuleCatInvariants, CategoryTheory.PreGaloisCategory.instEssSurjContActionFintypeCatHomObjFiniteAutFunctorFunctorToContAction, Action.Functor.mapActionPreservesColimit_of_preserves, Action.isIso_of_hom_isIso, Action.mkIso_hom_hom, Action.preservesColimits_forget, Rep.δ_def, CategoryTheory.PreGaloisCategory.functorToContAction_map, CategoryTheory.Equivalence.mapAction_functor, Action.resId_inv_app_hom, ContinuousCohomology.I_obj_V_isModule, CategoryTheory.PreGaloisCategory.instPreservesIsConnectedActionFintypeCatAutFunctorFunctorToAction, Representation.LinearizeMonoidal.ε_one, Representation.LinearizeMonoidal.μ_comp_rTensor, Action.instIsIsoHomInv, CategoryTheory.Equivalence.mapContAction_functor, Action.tensorUnit_ρ, Action.functorCategoryEquivalence_functor, Representation.LinearizeMonoidal.μ_δ, Rep.RepToAction_map_hom, Action.Functor.instPreservesFiniteLimitsMapActionOfHasFiniteLimits, CategoryTheory.PreGaloisCategory.exists_lift_of_continuous, CategoryTheory.Functor.mapAction_η_hom, CategoryTheory.Functor.mapContAction_map, Action.instPreservesFiniteLimitsForgetOfHasFiniteLimits, CategoryTheory.PreGaloisCategory.instIsPretransitiveAutObjFiniteVFintypeCatFunctorObjActionFunctorToActionOfIsGalois, CategoryTheory.Functor.mapAction_obj_ρ_apply, Action.FintypeCat.toEndHom_apply, ContAction.resCongr_hom, ContinuousCohomology.instAdditiveActionTopModuleCatInvariants, Action.nsmul_hom, Action.instFaithfulForget, classifyingSpaceUniversalCover_map, Action.diagonalSuccIsoTensorTrivial_inv_hom_apply, Action.preservesLimitsOfShape_of_preserves, CategoryTheory.PreGaloisCategory.exists_lift_of_mono_of_isConnected, CategoryTheory.Functor.mapAction_linear, CategoryTheory.FintypeCat.instGaloisCategoryActionFintypeCat, Action.instIsEquivalenceFunctorSingleObjFunctor, Action.res_additive, Action.forget_δ, ContinuousCohomology.MultiInd.d_comp_d_assoc, Action.FunctorCategoryEquivalence.inverse_obj_ρ_apply, Representation.LinearizeMonoidal.η_toLinearMap, Action.hasLimitsOfShape, ContAction.res_obj_obj, Action.id_hom, Rep.RepToAction_obj_V_isAddCommGroup, Action.sub_hom, CategoryTheory.PreGaloisCategory.instPreservesColimitsOfShapeActionFintypeCatAutFunctorSingleObjFunctorToActionOfFinite, Action.hasColimitsOfShape, Action.preservesLimits_forget, CategoryTheory.Functor.mapAction_ε_hom, CategoryTheory.Functor.mapAction_obj_V, Action.instPreservesLimitForgetOfHasLimitComp, Action.res_obj_V, Action.forget_obj, Action.rightDual_v, ContAction.resComp_hom, Representation.LinearizeMonoidal.assoc_comp_δ, CategoryTheory.Functor.mapAction_preadditive, Action.leftRegularTensorIso_hom_hom, Action.preservesColimitsOfSize_of_preserves, ContinuousCohomology.I_map_hom, Rep.ActionToRep_map, CategoryTheory.Functor.mapAction_μ_hom, Action.FintypeCat.quotientToEndHom_mk, CategoryTheory.Functor.instFullActionMapActionOfFaithful, Action.forget_additive, Representation.LinearizeMonoidal.rTensor_comp_δ, Rep.RepToAction_obj_V_carrier, Rep.RepToAction_obj_V_isModule, Action.zero_hom, Representation.LinearizeMonoidal.μ_comp_lTensor, Representation.LinearizeMonoidal.rightUnitor_δ, Rep.δ_hom, Action.Functor.instPreservesFiniteColimitsMapActionOfHasFiniteColimits, Action.instPreservesFiniteColimitsForgetOfHasFiniteColimits, ContAction.resEquiv_functor, Representation.LinearizeMonoidal.η_single, Action.res_map_hom, Rep.linearization_obj_ρ, Action.instIsIsoHomHom, Action.instReflectsColimitsForget, CategoryTheory.PreGaloisCategory.functorToAction_map, Action.instReflectsColimitsOfShapeForget, Rep.ε_hom, Action.instPreservesLimitsOfShapeForgetOfHasLimitsOfShape, Action.add_hom, Action.instHasFiniteColimits, CategoryTheory.FintypeCat.Action.isConnected_iff_transitive, CategoryTheory.Functor.mapActionCongr_inv, CategoryTheory.PreGaloisCategory.instPreservesFiniteCoproductsActionFintypeCatAutFunctorFunctorToAction, Action.tensor_ρ_apply, Rep.instIsEquivalenceActionModuleCatRepToAction, Action.functorCategoryEquivalence_counitIso, Action.forget_ε, Action.FunctorCategoryEquivalence.inverse_obj_V, Action.resComp_inv_app_hom, Rep.η_hom, Representation.LinearizeMonoidal.leftUnitor_δ, Rep.RepToAction_obj_ρ, Action.FunctorCategoryEquivalence.unitIso_hom_app_hom, Action.hom_inv_hom_assoc, Action.tensorHom_hom, Action.inv_hom_hom, Action.associator_hom_hom, Action.res_obj_ρ, CategoryTheory.PreGaloisCategory.instPreservesMonomorphismsActionFintypeCatAutFunctorFunctorToAction, Action.Functor.preservesLimitsOfSize_of_preserves, Rep.linearization_map, Action.full_res, Action.instReflectsLimitsForget, CategoryTheory.PreGaloisCategory.has_decomp_quotients, CategoryTheory.Functor.mapActionCongr_hom, Representation.LinearizeMonoidal.η_ε, Representation.LinearizeMonoidal.lTensor_comp_δ, Action.mkIso_inv_hom, Representation.LinearizeMonoidal.δ_apply_single, Action.FunctorCategoryEquivalence.inverse_map_hom, ContAction.resCongr_inv, Action.whiskerLeft_hom, Rep.linearization_obj_V, Action.zsmul_hom, CategoryTheory.PreGaloisCategory.instReflectsIsomorphismsActionFintypeCatAutFunctorFunctorToAction, Action.preservesLimitsOfSize_of_preserves, Rep.η_def, Representation.LinearizeMonoidal.μ_toLinearMap, Representation.LinearizeMonoidal.μ_leftUnitor, Action.FunctorCategoryEquivalence.counitIso_hom_app_app, ContinuousCohomology.instLinearActionTopModuleCatI, Representation.LinearizeMonoidal.μ_rightUnitor, Action.tensorUnit_V, ContinuousCohomology.I_obj_V_topologicalSpace, Action.instMonoidalPreadditive, Representation.LinearizeMonoidal.δ_μ, Action.FunctorCategoryEquivalence.functor_μ, CategoryTheory.Equivalence.mapContAction_inverse, Action.tensor_ρ, ContinuousCohomology.MultiInd.d_comp_d, CategoryTheory.Functor.mapContActionComp_hom, Action.resEquiv_inverse, Action.Functor.preservesColimitsOfSize_of_preserves, Action.β_inv_hom, Action.forget_linear, CategoryTheory.PreGaloisCategory.exists_lift_of_mono, Action.diagonalSuccIsoTensorDiagonal_hom_hom, Action.resId_hom_app_hom, Action.instHasColimits, Action.rightUnitor_hom_hom, Action.forget_μ, Action.diagonalSuccIsoTensorTrivial_hom_hom_apply, Action.leftDual_v, CategoryTheory.PreGaloisCategory.functorToContAction_obj_obj, CategoryTheory.PreGaloisCategory.instIsEquivalenceContActionFintypeCatHomObjFiniteAutFunctorFunctorToContAction, Action.isContinuous_def, CategoryTheory.Functor.mapAction_map_hom, Action.Functor.mapActionPreservesColimitsOfShapeOfPreserves, Action.associator_inv_hom, Action.resEquiv_functor, Rep.RepToAction_obj, Action.leftDual_ρ, Action.instFaithfulRes, Rep.instIsEquivalenceActionModuleCatActionToRep, Action.functorCategoryEquivalence_linear, CategoryTheory.PreGaloisCategory.exists_lift_of_quotient_openSubgroup, Action.instReflectsLimitForget, CategoryTheory.FintypeCat.instPreGaloisCategoryActionFintypeCat, Action.functorCategoryEquivalence_preservesZeroMorphisms, Action.Iso.conj_ρ, Action.preservesColimit_of_preserves, Action.rightUnitor_inv_hom, Action.res_linear, Action.instPreservesColimitsOfShapeForgetOfHasColimitsOfShape, CategoryTheory.FintypeCat.instPreservesFiniteLimitsActionFintypeCatForgetHomSubtypeHomObjFiniteV, Representation.LinearizeMonoidal.μ_apply_apply, ContinuousCohomology.MultiInd.d_succ, Action.instMonoidalLinear, Action.resComp_hom_app_hom, Action.functorCategoryEquivalence_additive, Action.preservesColimitsOfShape_of_preserves, CategoryTheory.PreGaloisCategory.instFaithfulContActionFintypeCatHomObjFiniteAutFunctorFunctorToContAction, Action.forget₂_linear, Action.isIso_hom_mk, Action.FunctorCategoryEquivalence.functor_obj_map, CategoryTheory.PreGaloisCategory.instReflectsMonomorphismsActionFintypeCatAutFunctorFunctorToAction, CategoryTheory.Functor.mapContAction_obj_obj, Action.comp_hom_assoc, ContinuousCohomology.const_app_hom, ContAction.resComp_inv, Action.instHasFiniteLimits, ContAction.res_map, CategoryTheory.Equivalence.mapAction_inverse, Action.resCongr_hom, Action.β_hom_hom, CategoryTheory.FintypeCat.Action.isConnected_of_transitive, Action.instReflectsColimitForget, CategoryTheory.PreGaloisCategory.functorToAction_full, Action.leftUnitor_hom_hom, Action.FunctorCategoryEquivalence.functor_η, ContinuousCohomology.instAdditiveActionTopModuleCatI, Action.forget₂_additive, Action.forget_map, classifyingSpaceUniversalCover_obj, Action.FintypeCat.toEndHom_trivial_of_mem, CategoryTheory.Functor.instFaithfulActionMapAction, Representation.LinearizeMonoidal.ε_toLinearMap, Action.FunctorCategoryEquivalence.functor_ε, CategoryTheory.PreGaloisCategory.instPreservesFiniteProductsActionFintypeCatAutFunctorFunctorToAction, Action.preservesLimit_of_preserves, CategoryTheory.PreGaloisCategory.functorToAction_comp_forget₂_eq
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