AddCommGroupCat.hasColimitsOfSize

theorem AddCommGroupCat.hasColimitsOfSize : CategoryTheory.Limits.HasColimitsOfSize.{v, u, max (max u v) w, max (max (u + 1) (v + 1)) (w + 1)} AddCommGroupCat

The theorem `AddCommGroupCat.hasColimitsOfSize` states that the category of additive commutative groups (`AddCommGroupCat`), which consists of the objects as additive commutative groups and the morphisms as group homomorphisms, has colimits of a certain size. In category theory, a colimit is a way to glue objects together; they could be thought of as the "most efficient" way to map from a diagram (a functor from an index category to another category) into another object. The size of the colimits here is determined by the universe levels `v`, `u`, and `w`.

More concisely: The category of additive commutative groups has colimits of size `v × u × w`.