FFZ realization of the deformed super Virasoro algebra - Chaichian-Presnajder type
Ahmed Jellal, Haru-Tada Sato
TL;DR
This paper explores a realization of the q-deformed super Virasoro algebra using the FFZ algebra on a lattice, incorporating a supersymmetric Hamiltonian, to deepen understanding of algebraic structures in quantum systems.
Contribution
It introduces a novel realization of the Chaichian-Presnajder q-deformed super Virasoro algebra via the FFZ algebra on a lattice with supersymmetry.
Findings
Realization of the algebra using magnetic translation algebra
Implementation on a two-dimensional lattice
Inclusion of a supersymmetric Hamiltonian
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.
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