… By an A-module we mean a finitely generated, right A-module. We denote by modA the
category of all A-modules, by indA the full subcategory of modA … In a forthcoming paper [CMMS] …

… a domestic algebra whose module category does not have its … that the indecomposable
A-modules occur, in each dimension … the infinite radical of its module category are equivalent. It Ž …

… category of grading-restricted generalized A-modules in \(\mathcal {C}\), and vice versa. The
most important condition is that A be a rigid V-module in \(\mathcal {C}\) with non-zero … -zero. …

… Our point of view is that modular categories merit being … , according to which every modular
category is (equivalent to) … the squared dimensions appeared in [38], where its square …

… modular category is a pointed modular category. As a consequence, we get the structure of
an integral ASF modular category: … algebraically closed field k of characteristic zero. A fusion …

… module category A-mod is viewed as a full subcategory of Db(A-mod) by identifying an A-module …
of the singularity category of an artin algebra with radical square zero, and prove …

… locally bounded linear category over a field with radical squared zero. We shall show that
the bounded derived category D b ( Mod b Λ ) of finitely supported left Λ-modules admits a …

… we call the entries T-square or г x F-square matrices. The diagonal of a I г-square matrix A [a]
… We call it the zero submodule and usually denote it by 0 alone. To avoid a special case later…

… symmetries of modular categories to category symmetries in … symmetries to category
symmetries of modular categories, which … to modular categories, where we define simple modular …

… mod-A the category of finite-dimensional right modules over A. Let … indecomposable modules.
Following [20] we define rada … , `Module categories with infinite radical square zero are of …