nLab
sylleptic monoidal 2-category

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Context

Monoidal categories

monoidal categories

With symmetry

With duals for objects

With duals for morphisms

With traces

  • trace

  • traced monoidal category?

Closed structure

Special sorts of products

Semisimplicity

Morphisms

Examples

Theorems

In higher category theory

2-Category theory

2-category theory

Definitions

Transfors between 2-categories

Morphisms in 2-categories

Structures in 2-categories

Limits in 2-categories

Structures on 2-categories

Contents

Definition

A sylleptic monoidal 2-category is a monoidal 2-category whose E1-algebra structure is refined to an E3-algebra structure.

Revised on April 8, 2013 22:26:41 by Urs Schreiber (82.113.99.18)
Edit | Back in time (2 revisions) | See changes | History | Views: Print | TeX | Source | Linked from: periodic table, k-tuply monoidal n-category, braided monoidal 2-category, monoidal bicategory, Picard 3-group, sylleptic 3-group, symmetric monoidal 2-category