A characterization of vertex operator algebras $V_{Z\alpha}^{+}$: I

Chongying Dong; Cuipo Jiang

arxiv: 1110.1882 · v1 · pith:WCBVP2YCnew · submitted 2011-10-09 · 🧮 math.QA

A characterization of vertex operator algebras V_(Zα)⁺: I

Chongying Dong , Cuipo Jiang This is my paper

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keywords alphaoperatorvertexalgebrascharacterizationalgebracentralcharge

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A characterization of vertex operator algebra V_{Z\alpha}^+ with (\alpha,\alpha)/2 not being a perfect square is given in terms of dimensions of homogeneous subspaces of small weights. This result contributes to the classification of rational vertex operator algebras of central charge 1.

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A characterization of vertex operator algebras V_(Zα)⁺: I

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