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Principais autores: Bakalov, Bojko, Villarreal, Juan J.
Formato: Preprint
Publicado em: 2024
Assuntos:
Acesso em linha:https://arxiv.org/abs/2406.08458
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_version_ 1866909222531235840
author Bakalov, Bojko
Villarreal, Juan J.
author_facet Bakalov, Bojko
Villarreal, Juan J.
contents We study a family of algebras defined using a locally-finite endomorphism called a braiding map. When the braiding map is semi-simple, the algebra is a generalized vertex algebra, while when the braiding map is locally-nilpotent we have a logarithmic vertex algebra. We describe a method that associates to these algebras non-local Poisson vertex algebras, and we use this relation to build a new example of a generalized vertex algebra motivated by the non-linear Schrödinger non-local Poisson vertex algebra
format Preprint
id arxiv_https___arxiv_org_abs_2406_08458
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Braided Logarithmic Vertex Algebras
Bakalov, Bojko
Villarreal, Juan J.
Quantum Algebra
Mathematical Physics
Primary 17B69, Secondary 17B63, 81R10, 81T40
We study a family of algebras defined using a locally-finite endomorphism called a braiding map. When the braiding map is semi-simple, the algebra is a generalized vertex algebra, while when the braiding map is locally-nilpotent we have a logarithmic vertex algebra. We describe a method that associates to these algebras non-local Poisson vertex algebras, and we use this relation to build a new example of a generalized vertex algebra motivated by the non-linear Schrödinger non-local Poisson vertex algebra
title Braided Logarithmic Vertex Algebras
topic Quantum Algebra
Mathematical Physics
Primary 17B69, Secondary 17B63, 81R10, 81T40
url https://arxiv.org/abs/2406.08458