… categories over a fusion category, … module categories over a finite tensor category.We give
a new construction of the balanced tensor product over a finite tensor category as a category …

… module category (or some fixed subcategory) is closed under a certain operation. This occurs
in particular if the module category … Q(z)-tensor product of two modules exists in this case. …

… vertex tensor category. Here we present the fundamental properties of the P ( z )-tensor product
of two modules for … We give two constructions of a P( z )-tensor product, using the results, …

… P ( .) -tensor products is formulated and the associativity isomorphisms are constructed
under certain assumptions on the vertex operator algebra and on the products or iterates of two …

… a theory of tensor products of classes of modules for a vertex … , quantum groups, braided
tensor categories, the Jones polynomial … for us, the moonshine module Vb for the Fischer-Griess …

… preserve the tensor products in both categories or more … would be to study equivalences of
module categories A-Mod =" A'-… example the monoidal structures given by the tensor products …

… this category is not rigid and the tensor product functor … module category over C to be any
module category M such that for any object X ∈ M and any projective object P ∈ C the product …

… module W for (A, E) is an A-module W which is nondegenerate in the sense that AW = W and
is such that dim eW is finite for all ee E. The tensor product … modules of the tensor product of …

… a category one can define a projective action of the group SL2(Z) on an appropriate object,
and that one can express the tensor product … of modular tensor categories. The first one, the …

… Unless otherwise specified, we only consider strict categories, and thus we can write
tensor products of many objects without bothering about the parentheses. Ribbon …