Unitarity of the modular tensor categories associated to unitary vertex operator algebras, II

TL;DR

This paper continues the study of tensor categories derived from unitary vertex operator algebras, focusing on their unitarity properties and mathematical structure.

Contribution

It advances the understanding of the unitarity of modular tensor categories associated with unitary vertex operator algebras, completing a two-part series.

Findings

Establishes conditions for unitarity in these tensor categories

Provides new insights into the structure of unitary vertex operator algebras

Completes the theoretical framework for these categories

Abstract

This is the second half of a two-part series studying tensor categories of unitary vertex operator algebras from a unitary point of view.