A stable classical Z2^2-graded supersymmetric Yang-Mills theory is constructed, realizing generalized statistics without classical ghost instabilities.
Novel possible symmetries of S-matrix generated by Zn 2 -graded Lie superalgebras
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On Generalized Statistics and Stability in $\mathbb{Z}_2^2$-Graded Supersymmetric Yang-Mills Theory
A stable classical Z2^2-graded supersymmetric Yang-Mills theory is constructed, realizing generalized statistics without classical ghost instabilities.