nLab
monoidal (2,1)-category

Contents

Context

Monoidal categories

monoidal categories

With symmetry

With duals for objects

With duals for morphisms

With traces

Closed structure

Special sorts of products

Semisimplicity

Morphisms

Internal monoids

Examples

Theorems

In higher category theory

2-Category theory

Contents

Definition

A monoidal (2,1)-category is a (2,1)-category equipped equivalently with the following structure

Similarly:

A symmetric monoidal (2,1)-category is a (2,1)-category equipped equivalently with the following structure

Created on May 4, 2013 at 00:22:39. See the history of this page for a list of all contributions to it.