AbstractBy reformulating the Baer-Kaplansky Theorem it is shown that it holds for large classes of modules over arbitrary rings. New classes of modules satisfying the classical Baer-Kaplansky Theorem are found
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
AbstractIn this paper some transcendental numbers are used to construct infinite-dimensional indecom...
AbstractThe notion of Baer modules was defined recently. Since a direct sum of Baer modules is not a...
AbstractMany known results on finite von Neumann algebras are generalized, by purely algebraic proof...
Many known results on finite von Neumann algebras are generalized, by purely algebraic proofs, to a ...
AbstractThe notion of Baer modules was defined recently. Since a direct sum of Baer modules is not a...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
Abstract. Let R be a commutative domain. We prove that an R-module B is projective if and only if Ex...
AbstractIn this paper some transcendental numbers are used to construct infinite-dimensional indecom...
AbstractIn an abelian category with a torsion theory an object B is called a Baer object if Ext(B, T...
AbstractModules over a discrete valuation domain are considered. We investigate the extent to which ...
AbstractFor a commutative ring with unity A, let End A be the category of all pairs (P,f), where P i...
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
AbstractIn this paper some transcendental numbers are used to construct infinite-dimensional indecom...
AbstractThe notion of Baer modules was defined recently. Since a direct sum of Baer modules is not a...
AbstractMany known results on finite von Neumann algebras are generalized, by purely algebraic proof...
Many known results on finite von Neumann algebras are generalized, by purely algebraic proofs, to a ...
AbstractThe notion of Baer modules was defined recently. Since a direct sum of Baer modules is not a...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
Abstract. Let R be a commutative domain. We prove that an R-module B is projective if and only if Ex...
AbstractIn this paper some transcendental numbers are used to construct infinite-dimensional indecom...
AbstractIn an abelian category with a torsion theory an object B is called a Baer object if Ext(B, T...
AbstractModules over a discrete valuation domain are considered. We investigate the extent to which ...
AbstractFor a commutative ring with unity A, let End A be the category of all pairs (P,f), where P i...
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
Problems concerning the extension of the Baer criterion for injectivity and embedding theorem of an ...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
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