AbstractIn this paper, the classical theory of Morita equivalence is extended to idempotent rings which do not necessarily have an identity element. In this case, the role of progenerators is played by the unital and codivisible modules which generate all the unital modules
AbstractStable equivalences are studied between any finite dimensional algebra A with a simple proje...
AbstractWe characterize injective cogenerators and Morita duality via equivalences and dualities bet...
Associative rings that possess Morita dualities or self- dualities form the object of this book. The...
AbstractIn this paper, the classical theory of Morita equivalence is extended to idempotent rings wh...
Let A be a ring such that A=A2, but which does not necessarily have an identity element. In studying...
AbstractEvery Morita context between rings R and S leads to an equivalence between two quotient cate...
AbstractIn this paper we consider the subcategories CMod-R (M ∈ MOD-R s.t. M ∼- HomR(R, M)) and DMod...
Algebraic theories are called Morita equivalent provided that the corresponding varieties of algebra...
We gather some classical results and examples that show strictinclusion between the families of unit...
AbstractWe extend Morita theory to abelian categories by using wide Morita contexts. Several equival...
AbstractIn our earlier work we associated a natural category to a semigroup with local units and pro...
AbstractThe Morita context which has been introduced in [9] was used since to prove Wedderburn theor...
AbstractIn this paper static modules and stable Clifford theory are used to obtain a necessary and s...
summary:We consider the quotient categories of two categories of modules relative to the Serre class...
AbstractEvery duality between a full subcategory B of topological R-modules and a full subcategory D...
AbstractStable equivalences are studied between any finite dimensional algebra A with a simple proje...
AbstractWe characterize injective cogenerators and Morita duality via equivalences and dualities bet...
Associative rings that possess Morita dualities or self- dualities form the object of this book. The...
AbstractIn this paper, the classical theory of Morita equivalence is extended to idempotent rings wh...
Let A be a ring such that A=A2, but which does not necessarily have an identity element. In studying...
AbstractEvery Morita context between rings R and S leads to an equivalence between two quotient cate...
AbstractIn this paper we consider the subcategories CMod-R (M ∈ MOD-R s.t. M ∼- HomR(R, M)) and DMod...
Algebraic theories are called Morita equivalent provided that the corresponding varieties of algebra...
We gather some classical results and examples that show strictinclusion between the families of unit...
AbstractWe extend Morita theory to abelian categories by using wide Morita contexts. Several equival...
AbstractIn our earlier work we associated a natural category to a semigroup with local units and pro...
AbstractThe Morita context which has been introduced in [9] was used since to prove Wedderburn theor...
AbstractIn this paper static modules and stable Clifford theory are used to obtain a necessary and s...
summary:We consider the quotient categories of two categories of modules relative to the Serre class...
AbstractEvery duality between a full subcategory B of topological R-modules and a full subcategory D...
AbstractStable equivalences are studied between any finite dimensional algebra A with a simple proje...
AbstractWe characterize injective cogenerators and Morita duality via equivalences and dualities bet...
Associative rings that possess Morita dualities or self- dualities form the object of this book. The...
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