FFZ realization of the deformed super Virasoro algebra - Chaichian-Presnajder type

Abstract

The q-deformed super Virasoro algebra proposed by Chaichian and Presnajder is examined. Presented is the realizations by the FFZ algebra (the magnetic translation algebra) defined on a two-dimensional lattice with a supersymmetric Hamiltonian.

Latex 9 pages, a couple of short comments are added

References in corpus (1)

• The Matrix model and the non-commutative geometry of the supermembrane

Cited by in corpus (4)

• Deformations of Lie Algebras using $\sigma$-derivations
• Deformed fields and Moyal construction of deformed super Virasoro algebra
• Hom-Lie-Virasoro symmetries in Bloch electron systems and quantum plane in tight binding models
• Moyal product and Generalized Hom-Lie-Virasoro symmetries in Bloch electron systems