Democratic Supersymmetry
Chandrashekar Devchand, Jean Nuyts
TL;DR
This paper explores new generalizations of N-extended supersymmetry algebras in four dimensions, emphasizing Lorentz covariance and permutation invariance of supercharges to broaden theoretical frameworks.
Contribution
It introduces novel supersymmetry algebra structures that maintain Lorentz invariance and permutation symmetry, expanding the mathematical landscape of supersymmetric theories.
Findings
New supersymmetry algebra generalizations proposed
Frameworks preserve Lorentz covariance
Permutation invariance of supercharges achieved
Abstract
We present generalisations of N-extended supersymmetry algebras in four dimensions, using Lorentz covariance and invariance under permutation of the N supercharges as selection criteria.
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