Zhu's Algebra of a C1-cofinite Vertex Algebra
Lu Ding, Wei Jiang, Wei Zhang

TL;DR
This paper presents a new efficient method for calculating Zhu's algebra of a C1-cofinite vertex algebra using C1-generators and relations, demonstrated through two examples.
Contribution
It introduces a practical approach to compute Zhu's algebra for C1-cofinite vertex algebras, enhancing computational techniques in the field.
Findings
Method effectively computes Zhu's algebra from C1-generators and relations
Two examples illustrate the application of the method
Simplifies calculations for C1-cofinite vertex algebras
Abstract
For a C1-cofinite vertex algebra V, we give an efficient way to calculate Zhu's algebra A(V) of V with respect to its C1-generators and relations. We use two examples to explain how this method works.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Topics in Algebra · Nonlinear Waves and Solitons
