A characterization of discrete linearly compact rings by means of a duality
A Criterion for Finite Representation Type.
A Morita type theorem for a sort of quotient categories
We consider the quotient categories of two categories of modules relative to the Serre classes of modules which are bounded as abelian groups and we prove a Morita type theorem for some equivalences between these quotient categories.
A note on functors that vanish on indecomposable modules.
A splitting theorem for ℱ-products
Algebraic de Morgan's laws for non-commutative rings
Algebraically compact modules
Algebras with Cycle-Finite Derived Categories.
Algèbres de type de représentation fini
An Application of a Theorem of Ziegler.
Calcul des satellites et présentations des bimodules à l'aide des carrés exacts
Coalgebras, braidings, and distributive laws.
Coherent Rings and Homologically Finite Subcategories.
Decomposition properties in modules categories
Die primitiven Klassen arithmetischer Ringe.
Direct products of linearly compact primary rings
Dually slender modules and steady rings.
Explicit cogenerators for the homotopy category of projective modules over a ring
Let be a ring. In two previous articles [12, 14] we studied the homotopy category of projective -modules. We produced a set of generators for this category, proved that the category is -compactly generated for any ring , and showed that it need not always be compactly generated, but is for sufficiently nice . We furthermore analyzed the inclusion and the orthogonal subcategory . And we even showed that the inclusion has a right adjoint; this forces some natural map to be an equivalence...
Functors on locally finitely presented additive categories
Galois coverings and the problem of axiomatization of the representation type of algebras.