New constructions and an analytic characterization of P(z)-tensor products and G-crossed braiding isomorphisms for twisted modules of a vertex operator algebra.
On the applicability of logarithmic tensor category theory
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abstract
We give results and observations which allow the application of the logarithmic tensor category theory of Lepowsky, Zhang and the author ([HLZ1]--[HLZ9]) to more general vertex (operator) algebras and their module categories than those studied in a paper by the author ([H3]).
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Twisted intertwining operators and tensor products of (generalized) twisted modules
New constructions and an analytic characterization of P(z)-tensor products and G-crossed braiding isomorphisms for twisted modules of a vertex operator algebra.