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Deformed fields and Moyal construction of deformed super Virasoro algebra

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arxiv hep-th/0007122 v2 pith:AOQPHSOV submitted 2000-07-16 hep-th

R. Kemmoku , H.T. Sato This is my paper · ORCID
classification hep-th
keywords deformedvirasoroalgebrafieldsgeneratorsrealizationssuperterms
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Studied is the deformation of super Virasoro algebra proposed by Belov and Chaltikhian. Starting from abstract realizations in terms of the FFZ type generators, various connections of them to other realizations are shown, especially to deformed field representations, whose bosonic part generator is recently reported as a deformed string theory on a noncommutative world-sheet. The deformed Virasoro generators can also be expressed in terms of ordinary free fields in a highly nontrivial way.

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  1. Gauge Invariant and Generic Formulation of Magnetic Translations and so(3,1) Curtright-Zachos Generators

    hep-th 2025-07 conditional novelty 4.0 of 10

    Gauge-invariant magnetic translation operators, built from a gauge-covariant pseudo-momentum P, reproduce Curtright-Zachos generators through a rotation-dilatation duality.

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