… coincide in genus g = 1 with those derived from logarithmic conformal field theory in [42]. …
The category C with objects the Uq-modules of type 1 is a semisimple tensor category (…

… {g}}}}\) modules has a natural braided tensor category structure, and they proved rigidity for
… extension to logarithmic VOAs. The description of the category of modules we consider and …

… braided categories of representations of a logarithmic conformal field theories are modular
[24… In order to define modular tensor categories, we require the notion of non-degeneracy of a …

… One particular motivation was the logarithmic Kazhdan-Lusztig conjecture. … In this Section,
it is crucial that all categories, the tensor category C and the module category M are finite. We …

… generalize the logarithmic comparison theorem of Grothendieck and Deligne into the language
of mixed Hodge modules… it the category of associated Rees modules of the category of …

… In the first part we deepen the six-functor theory of (holonomic) logarithmic D-modules, in …
we define a logarithmic analogue of the de Rham functor, sending logarithmic D-modules to …

… modules and difference modules in subsequent sections. We begin by some generalities …
tensor categories; see eg [11] as a basic reference. In this text by a tensor category C we …

… In this section, we prove the unique factorization of tensor products for certain classes of
parabolic Verma modules restricted to compatible subalgebras of g. We begin with some …

… theory corresponds to evaluation α as in (17). To α we assign a rigid symmetric monoidal
category … for a language L via free semimodule covers of the state space A(−) for the topological …

… the category of “endomorphisms” to the category of logarithmic … , a free C[x]-module, we shall
speak of a logarithmic lattice. … structure of a C-linear tensor category which gives MCrs(C((x))…