Dilogarithm identities and spectra in conformal field theory

TL;DR

This paper establishes new identities involving the Rogers dilogarithm function and explores their connection to spectra in conformal field theory, providing insights into mathematical structures underlying physical models.

Contribution

It introduces novel dilogarithm identities and links them to conformal field theory spectra, advancing understanding of mathematical physics.

Findings

New dilogarithm identities proved

Connection between identities and conformal spectra established

Potential implications for mathematical physics explored

Abstract

We prove new identities between the values of Rogers dilogarithm function and describe a connection between these identities and spectra in conformal field theory.