Mock theta functions and characters of N=3 superconformal modules III

TL;DR

This paper investigates the branching functions arising from tensor products of N=3 superconformal modules, contributing to the understanding of their structure and representation theory.

Contribution

It introduces new insights into the branching functions of N=3 superconformal modules' tensor products, expanding the mathematical framework of superconformal algebra representations.

Findings

Derived explicit formulas for branching functions

Enhanced understanding of N=3 superconformal module structures

Connected branching functions to mock theta functions

Abstract

In this paper we study the branching functions of tensor products of N=3 superconformal modules.