Beyond the `Pentagon Identity'
A. Yu. Volkov
TL;DR
This paper refines the algebraic framework of Lattice Conformal Field Theory by introducing a new $q$-exponential identity, enhancing the mathematical tools available for the field.
Contribution
It presents a novel $q$-exponential identity that advances the algebraic understanding of Lattice Conformal Field Theory.
Findings
Refined algebraic background for Lattice CFT
Introduction of a new $q$-exponential identity
Potential implications for mathematical physics
Abstract
An algebraical background of the Lattice Conformal Field Theory is refined with the help of a novel -exponential identity.
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Taxonomy
TopicsInternational Relations and Foreign Policy · Military History and Strategy · Twentieth Century Scientific Developments