A braided interpretation of fractional supersymmetry in higher dimensions
classification
✦ hep-th
math.QAq-alg
keywords
supersymmetryfractionalbraideddetailalgebrascalculuscasescertain
read the original abstract
A many variable $q$-calculus is introduced using the formalism of braided covector algebras. Its properties when certain of its deformation parameters are roots of unity are discussed in detail, and related to fractional supersymmetry. The special cases of two dimensional supersymmetry and fractional supersymmetry are developed in detail.
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