fact: Definition Colimit_ind_beta_colimp {G : Graph} {D : Diagram G} (P : Colimit D -> Type) (q : forall i x, P (colim i x)) (pp_q : forall (i j: G) (g: G i j) (x: D i), @colimp G D i j g x # q _ (D _f g x) = q _ x) (i j : G) (g : G i j) (x : D i) : apD (Colimit_ind P q pp_q) (colimp i j g x) = pp_q i j g x.
imports: Basics Types Diagrams.Diagram Diagrams.Graph Diagrams.Cocone Diagrams.ConstantDiagram Colimits.Coeq