OAI/CategoryTheory/Globular/CutoffExistence.lean
17 declarations, 0 contain sorry, 0 declared as axioms
- theorem
OAI.Grothendieck.GlobularSet.Hom.reflects_parallelline 13 - theorem
OAI.Grothendieck.GlobularSet.Hom.boundaryMap_bijectiveline 22 - theorem
OAI.Grothendieck.GlobularSet.Hom.boundary_bijective_iffline 42 - def
OAI.Grothendieck.Shape.cellArrowline 65 - theorem
OAI.Grothendieck.Shape.cellArrow_mapline 68 - theorem
OAI.Grothendieck.Shape.cellArrow_naturalityline 73 - theorem
OAI.Grothendieck.Shape.cellArrow_identityline 78 - def
OAI.Grothendieck.TupleSystem.globularPresheafline 88 - def
OAI.Grothendieck.TupleSystem.evaluationline 91 - theorem
OAI.Grothendieck.TupleSystem.evaluation_globeline 119 - theorem
OAI.Grothendieck.TupleSystem.evaluation_bijective_globeline 127 - theorem
OAI.Grothendieck.TupleSystem.evaluation_bijectiveline 138 - theorem
OAI.Grothendieck.GlobularPresheaf.underlying_evalFaceline 146 - def
OAI.Grothendieck.GlobularPresheaf.underlyingPresheafIsoline 167 - def
OAI.Grothendieck.GlobularSet.presheafUnderlyingMapline 185 - def
OAI.Grothendieck.TupleSystem.modelUnderlyingMapline 200 - theorem
OAI.Grothendieck.GlobularTheory.Model.exists_cutoffline 211