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- W1526471914 abstract "It is proved that Zhu's algebra for vertex operator algebra associated to a positive-definite even lattice of rank one is a finite-dimensional semiprimitive quotient algebra of certain associative algebra introduced by Smith. Zhu's algebra for vertex operator algebra associated to any positive-definite even lattice is also calculated and is related to a generalization of Smith's algebra." @default.
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- W1526471914 date "1996-05-21" @default.
- W1526471914 modified "2023-09-27" @default.
- W1526471914 title "Certain associative algebras similar to $U(sl_{2})$ and Zhu's algebra $A(V_{L})$" @default.
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