OAI/CategoryTheory/Globular/Groupoid.lean
22 declarations, 0 contain sorry, 0 declared as axioms
- def
OAI.Grothendieck.GlobularTheory.Model.cutoffFreeGlobularline 10 - def
OAI.Grothendieck.GlobularTheory.Model.cutoffForgetGlobularline 14 - def
OAI.Grothendieck.GlobularTheory.Model.cutoffGlobularAdjunctionline 18 - instance
OAI.Grothendieck.GlobularTheory.Model.cutoffFreeGlobular_preservesColimitsline 22 - theorem
OAI.Grothendieck.GlobularTheory.Model.cutoffFreeGlobular_cofibrantline 26 - def
OAI.Grothendieck.GlobularTheory.Model.shapeGlobularEquivline 42 - theorem
OAI.Grothendieck.GlobularTheory.Model.shapeGlobularEquiv_naturalline 48 - theorem
OAI.Grothendieck.GlobularTheory.Model.cutoffFreeShape_cofibrantline 59 - structure
OAI.Grothendieck.GlobularTheory.Model.CellGroupoidline 83 - abbrev
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.Edgeline 90 - def
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.edgeSetoidline 94 - def
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.edgeCompline 99 - instance
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.(instance at line 105)line 105 - def
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.ofEdgeline 131 - theorem
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.ofEdge_eq_iffline 134 - instance
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.(instance at line 138)line 138 - def
OAI.Grothendieck.GlobularTheory.Model.CellGroupoid.mapline 151 - def
OAI.Grothendieck.GlobularSet.LiftStage.extendTopline 178 - def
OAI.Grothendieck.GlobularSet.LiftStage.ofBoundedline 213 - theorem
OAI.Grothendieck.GlobularSet.LiftStage.ofBounded_facline 229 - theorem
OAI.Grothendieck.GlobularSet.lift_of_top_joinedline 239 - theorem
OAI.Grothendieck.GlobularTheory.Model.free_hasFillers_of_top_homotopyline 268