Let A be a ring and Λ a finitely generated A-module. We give necessary and sufficient conditions for projectivity and flatness of a module over the endomorphism ring of Λ
AbstractLet RP be a projective R-module which is not finitely generated. Let E = EndR(P). This paper...
Let R be a commutative, Noetherian ring of characteristic p \u3e 0. Denote by f R → R the Frobenius ...
Let R be a commutative, Noetherian ring of characteristic p \u3e 0. Denote by f R → R the Frobenius ...
Abstract. Let A be a ring, and Λ a finitely generated A-module. We give necessary and sufficient con...
Let A be a ring and Λ a finitely generated A-module. We give necessary and sufficient con-ditions fo...
Let A be a ring and Λ a finitely generated A-module. We give necessary and sufficient con-ditions fo...
AbstractWe investigate the class of rings over which every finitely generated flat right module is p...
We investigate the class of rings over which every finitely generated flat right module is projectiv...
In this paper, the projectivity of a _nitely generated at module of a commutative ring is studied th...
For a finite dimensional K-algebra Λ over an algebraically closed field K and for a basic Λ-module M...
For a ring A, an extension ring B, a fixed right A-module M, the endomorphism ring D formed by M, th...
This thesis introduces module properties of projectivity and flatness relative to classes of finitel...
AbstractWe characterize rings over which every projective module is a direct sum of finitely generat...
This dissertation reviews some results about rings of endomorphisms of modules, mainly In the form "...
AbstractWe show that, if T is a selfsmall and selforthogonal module over a noetherian ring R of fini...
AbstractLet RP be a projective R-module which is not finitely generated. Let E = EndR(P). This paper...
Let R be a commutative, Noetherian ring of characteristic p \u3e 0. Denote by f R → R the Frobenius ...
Let R be a commutative, Noetherian ring of characteristic p \u3e 0. Denote by f R → R the Frobenius ...
Abstract. Let A be a ring, and Λ a finitely generated A-module. We give necessary and sufficient con...
Let A be a ring and Λ a finitely generated A-module. We give necessary and sufficient con-ditions fo...
Let A be a ring and Λ a finitely generated A-module. We give necessary and sufficient con-ditions fo...
AbstractWe investigate the class of rings over which every finitely generated flat right module is p...
We investigate the class of rings over which every finitely generated flat right module is projectiv...
In this paper, the projectivity of a _nitely generated at module of a commutative ring is studied th...
For a finite dimensional K-algebra Λ over an algebraically closed field K and for a basic Λ-module M...
For a ring A, an extension ring B, a fixed right A-module M, the endomorphism ring D formed by M, th...
This thesis introduces module properties of projectivity and flatness relative to classes of finitel...
AbstractWe characterize rings over which every projective module is a direct sum of finitely generat...
This dissertation reviews some results about rings of endomorphisms of modules, mainly In the form "...
AbstractWe show that, if T is a selfsmall and selforthogonal module over a noetherian ring R of fini...
AbstractLet RP be a projective R-module which is not finitely generated. Let E = EndR(P). This paper...
Let R be a commutative, Noetherian ring of characteristic p \u3e 0. Denote by f R → R the Frobenius ...
Let R be a commutative, Noetherian ring of characteristic p \u3e 0. Denote by f R → R the Frobenius ...
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