OAI/CategoryTheory/Globular/Realization.lean
20 declarations, 0 contain sorry, 0 declared as axioms
- def
OAI.Grothendieck.Shape.realizationline 13 - def
OAI.Grothendieck.Shape.liftedRealizationline 17 - theorem
OAI.Grothendieck.Shape.realization_pushoutline 20 - theorem
OAI.Grothendieck.Shape.liftedRealization_pushoutline 25 - def
OAI.Grothendieck.GlobularPresheaf.tuplesline 37 - def
OAI.Grothendieck.TupleSystem.relativeDataline 46 - def
OAI.Grothendieck.TupleSystem.relativeEmbeddingline 58 - def
OAI.Grothendieck.TupleSystem.relativeEmbedding_fullyFaithfulline 63 - theorem
OAI.Grothendieck.TupleSystem.arrow_isPullbackline 67 - def
OAI.Grothendieck.TupleSystem.relativeTheoryline 76 - def
OAI.Grothendieck.TupleSystem.relativeSourceline 85 - def
OAI.Grothendieck.TupleSystem.relativeTargetline 92 - def
OAI.Grothendieck.TupleSystem.relativeModelMapline 99 - theorem
OAI.Grothendieck.GlobularSet.lift_operationline 109 - def
OAI.Grothendieck.TupleSystem.underlyingline 154 - def
OAI.Grothendieck.TupleSystem.underlyingMapline 157 - theorem
OAI.Grothendieck.TupleSystem.parallel_evalline 161 - theorem
OAI.Grothendieck.TupleSystem.relativeSource_liftsFillersline 170 - theorem
OAI.Grothendieck.TupleSystem.bijective_pullback_mapline 201 - theorem
OAI.Grothendieck.TupleSystem.bijective_of_globesline 234