OAI/CategoryTheory/Globular/Cutoff.lean
27 declarations, 0 contain sorry, 0 declared as axioms
- theorem
OAI.Grothendieck.GlobularTheory.Model.components_eq_iffline 13 - theorem
OAI.Grothendieck.GlobularTheory.Model.loops_joined_equivalenceline 19 - theorem
OAI.Grothendieck.GlobularTheory.Model.weakEquivalence_of_exactBoundaryTestline 25 - def
OAI.Grothendieck.GlobularSet.cutoffCellline 70 - def
OAI.Grothendieck.GlobularSet.cutoffFaceline 73 - theorem
OAI.Grothendieck.GlobularSet.cutoffCell_lowline 87 - theorem
OAI.Grothendieck.GlobularSet.cutoffCell_highline 90 - theorem
OAI.Grothendieck.GlobularSet.cutoffFace_lowline 93 - theorem
OAI.Grothendieck.GlobularSet.cutoffFace_seamline 98 - theorem
OAI.Grothendieck.GlobularSet.comp_eq_of_heqline 104 - def
OAI.Grothendieck.GlobularSet.cutoffline 113 - theorem
OAI.Grothendieck.GlobularTheory.Model.underlyingMap_idline 159 - theorem
OAI.Grothendieck.GlobularTheory.Model.underlyingMap_compline 163 - theorem
OAI.Grothendieck.GlobularTheory.Model.BoundaryAttachment.hasLiftingPropertyline 167 - theorem
OAI.Grothendieck.GlobularTheory.Model.section_of_isCellularline 197 - def
OAI.Grothendieck.GlobularTheory.Model.unitMapline 222 - theorem
OAI.Grothendieck.GlobularTheory.Model.J_comp_unitMapline 228 - theorem
OAI.Grothendieck.GlobularTheory.Model.elementary_pushout_retractionline 238 - theorem
OAI.Grothendieck.GlobularTheory.Model.weakEquivalence_of_partialPath_dataline 246 - def
OAI.Grothendieck.GlobularSet.faceMapline 313 - theorem
OAI.Grothendieck.GlobularSet.faceMap_succline 319 - theorem
OAI.Grothendieck.GlobularSet.faceMap_sourceline 323 - theorem
OAI.Grothendieck.GlobularSet.faceMap_targetline 329 - theorem
OAI.Grothendieck.GlobularSet.faceMap_compline 341 - def
OAI.Grothendieck.GlobularSet.evalFaceline 355 - theorem
OAI.Grothendieck.GlobularSet.evalFace_compline 359 - def
OAI.Grothendieck.GlobularSet.presheafline 369