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Showing 2002 · math.QAShow all
3 papers · 2 filters
math.QA2002
Module categories of simple current extensions of vertex operator algebras
Hiroshi Yamauchi
In this article, we study module categries of simple current extensions of vertex operator algebras. Under certain assumptions, we show that every module for a rational vertex oper…
math.QA2002★ 14 cited
Modular invariance of vertex operator algebras satisfying C_2-cofiniteness
Masahiko Miyamoto
We show that C_2-cofiniteness is enough to prove a modular invariance property of vertex operator algebras without assuming the semisimplicity of Zhu algebra. For example, if a VOA…
math.QA2002
Modularity on vertex operator algebras arising from semisimple primary vectors
Hiroshi Yamauchi
In this article, using an idea of the physics superselection principal, we study a modularity on vertex operator algebras arising from semisimple primary vectors. We generalizes th…