An Heterotic SUSY Version of one Non--Stable Integrability Theorem Due to K.H. Mayer

TL;DR

This paper develops a heterotic supersymmetric path integral approach to generalize an integrability theorem originally proposed by Mayer, expanding its applicability within mathematical physics.

Contribution

It introduces a heterotic SUSY path integral method to extend Mayer's integrability theorem.

Findings

Generalized Mayer's integrability theorem using heterotic SUSY

Established a new framework for supersymmetric path integrals

Potential applications in mathematical physics and integrability theory

Abstract

By using Heterotic SUSY path integral, one version and generalization of an integrability theorem due to Mayer is obtained.