Olivier Blondeau-Fournier

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An integrable supersymmetric generalization of the trigonometric Ruijsenaars-Schneider model is presented whose symmetry algebra includes the super Poincaré algebra. Moreover, its Hamiltonian is shown to be diagonalized by the recently introduced Macdonald superpolynomials. Somewhat surprisingly, the consistency of the scalar product forces the discreteness(More)
We first briefly review the role of lattice paths in the derivation of fermionic expressions for the M(p, p) minimal model characters of the Virasoro Lie algebra. We then focus on the recently introduced half-lattice paths for the M(p, 2p± 1) characters, reformulating them in such a way that the two cases may be treated uniformly. That the generating(More)
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