… of Argyres-Douglas theories [C2]. As we will mention later in conjecture 3.3, the semi-simplification
of a log-modular tensor category is expected to be a modular tensor category. This …

… modules for the chiral algebra) because of the logarithmic tensor category theory of Huang,
… -semisimple or rigid braided tensor categories \({\mathcal {C}}\) of modules for the fixed-point …

… structure (including a ribbon structure) on a module category C for a suitable vertex operator
algebra or more general vertex algebra V . In this paper we broaden the applicability of this …

… of various tensor category structures on module categories for … proved using the logarithmic
tensor category theory of Lepowsky, … The logarithmic tensor category theory reduces the …

… structure (with a twist) by using the logarithmic tensor category theory developed in [HLZ1,HLZ2,HLZ3,HLZ4,HLZ5,HLZ6,HLZ7,HLZ8,HLZ9]
and [H7]. The work carried out in the present …

… ( p ) -modules, and we prove that both tensor categories O M ( … extension theory to show that
the representation categories … Even the construction of logarithmic modules is a difficult task: …

… We aim to discuss braided tensor categories of finite length generalized modules for a general
affine … axiom in order to check the applicability of the logarithmic tensor category theory. …

… Schweigert’s work on logarithmic conformal field theory [FS10]. … separable modules and
separable tensor categories: … A finite module category CM over a semisimple tensor category is …

… tensor category CV of V modules, then the category of W-modules that lie in CV is a vertex
tensor category … It is believed but unproven that the category of ordinary modules of the singlet …

… If the vertex tensor category of either V -modules or C-modules is understood, then our
results … , vertex tensor categories for vertex operator algebras in logarithmic conformal field …