Denominator Identity for Twisted Affine Lie Superalgebras
Shifra Reif
TL;DR
This paper extends the denominator identities known for Lie superalgebras to include twisted affine Lie superalgebras, completing the classification for all affine cases.
Contribution
It generalizes denominator identities to twisted affine Lie superalgebras, filling a gap in the existing mathematical framework.
Findings
Denominator identities established for all twisted affine Lie superalgebras.
Completes the classification of denominator identities for affine Lie superalgebras.
Provides a unified framework for both untwisted and twisted cases.
Abstract
The study of denominator identities for Lie superalgebras was recently developed by M. Gorelik, V.G. Kac, P.Moseneder Frajria, I. Musson, P. Papi, M. Wakimoto and the author. In this paper we generalize these identities to the twisted affine case, completing the result to all affine Lie superalgebras.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Topics in Algebra · Nonlinear Waves and Solitons