On Two Approaches to Fractional Supersymmetric Quantum Mechanics

Details On Two Approaches to Fractional Supersymmetric Quantum Mechanics On Two Approaches to Fractional Supersymmetric Quantum Mechanics

2001-10-26

arxiv.org/abs/math-ph/0110031v1

Physics

Mathematical Physics

25 pages, LaTex file, based on a talk given by M. Kibler at the "IX International Conference on Symmetry Methods in Physics" (

Scientific paper

Two complementary approaches of N = 2 fractional supersymmetric quantum mechanics of order k are studied in this article. The first one, based on a generalized Weyl-Heisenberg algebra W(k) (that comprizes the affine quantum algebra Uq(sl(2)) with q to k = 1 as a special case), apparently contains solely one bosonic degree of freedom. The second one uses generalized bosonic and k-fermionic degrees of freedom. As an illustration, a particular emphasis is put on the fractional supersymmetric oscillator of order k.

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