… Our objective is to find a model of the fuzzy theory using a functor category, or equivalently
gradual modules, and we can do that first considering algebraic operations on fuzzy …

… define a functor from each type of the subcategories to the category of modules over some
… with help of the corresponding functors in the category of modules over some Artin algebra …

… transformations between functors. The resulting category is called the functor category of B
and C… We define a functor on the category of finite dimensional K-vector spaces with bases by …

… such functors, we employ unimodular module categories, … In this case, by definition of adjoint
functors, we get the … multitensor category and M a finite left C -module category, the functor …

… module category can be reconstructed as the category of certain free module objects in the
category of Tambara modules … To that end, we extend the definition of the Cayley functor to …

… between the category of A -modules and the category of Lie g -modules. … functors admit left
adjoints which leads to the construction of universal A -modules and universal Lie h -modules …

… category of \(\mathsf {C}\)-modules where \(\mathsf {C}\) is any given small category, whose
modules are abelian group valued functors … We look at its objects (functors) and morphisms (…

… theory of module categories over GV-categories. According to our guiding principle,
module categories and module functors … with respect to both monoidal structures of a GV-category. …

… Now we describe the functor when we consider the category of R-modules as a category
of left R-module objects. Let (A,mA) and (B,mB) be two objects of ModR(Ab), the module …

… Our objective is to find a model of the fuzzy theory using a functor category, or equivalently
gradual modules, and we can do that first considering algebraic operations on fuzzy …