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- W2951635488 abstract "Let V be a vertex operator algebra and g an automorphism of order T. We construct a sequence of associative algebras A_{g,n}(V) with ninfrac{1}{T}Z nonnegative such that A_{g,n}(V) is a quotient of A_{g,n+1/T}(V) and a pair of functors between the category of A_{g,n}(V)-modules which are not A_{g,n-1/T}(V)-modules and the category of admissible V-modules. These functors exhibit a bijection between the simple modules in each category. We also show that V is g-rational if and only if all A_{g,n}(V) are finite-dimensional semisimple algebras." @default.
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- W2951635488 date "1997-02-21" @default.
- W2951635488 modified "2023-09-28" @default.
- W2951635488 title "Twisted representations of vertex operator algebras and associative algebras" @default.
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