Pseudo-categories
Nelson Martins Ferreira
Abstract
We provide a complete description of the category of pseudo-categories (including pseudo-functors, natural and pseudo-natural transformations and pseudo modifications). A pseudo-category is a non strict version of an internal category. It was called a weak category and weak double category in some earlier papers. When internal to Cat it is at the same time a generalization of a bicategory and a double category.
Create a lesson
Related papers
Higher zeroes in pointed infinity-categories
Thomas Rush Brown
Higher-order many-sorted categorial algebras via generalized hep-derivors
J. Climent Vidal, E. Cosme Llópez, R. Ruiz Mora et al.
Normalizers in the category of topological groups
Maria Manuel Clementino, James Richard Andrew Gray
On the representability of actions of algebras with several bilinear multiplications
Manuel Mancini
On closed symmetric monoidal enriched ∞-categories
Rune Haugseng
Absolute descent and the Bénabou--Roubaud theorem
Fernando Lucatelli Nunes