Vertex Operator Algebra Arising from the Minimal Series M(3,p) and Monomial Basis
作者： Boris L. Feigin , Michio Jimbo , Tetsuji Miwa
DOI: 10.1007/978-1-4612-0087-1_8
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摘要: We study a vertex operator algebra (VOA)Vrelated to the M(3, p) Virasoro minimal series. This VOA reduces in simplest case p = 4 level-two integrable vacuum module of \({\widehat {sl}_2}\). On V there is an action commutative current a(z), which analog e(z) Our main concern subspace W generated by this from highest weight vector V. Using Fourier components we present monomial basis and semi-infinite also give Gordon type formula for their characters.
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