Publication date
January 1996
DOI Publisher
Universitat Autonoma de Barcelona ISSN
0214-1493Abstract
We give a new proof of the main result of [1] which does not use the classification of the finite simple groups
We give a new proof of the main result of [1] which does not use the classification of the finite simple groups
AbstractLet D be a division ring with centre F. Denote by D∗ the multiplicative group of D. The rela...
AbstractThe differences between simplicity of a von Neumann regular ring and simplicity of its order...
In this paper we characterize commutative rings with finite dimensional classical ring of quotients....
Recent work by Goodearl and Handelman has shown that a prime, regular, right self-injective ring Q m...
Suppose Q(KG) and Q(KH) are the maximal right quotient rings of the group algebras KG and KH (respec...
AbstractThe category of discourse is Arf, consisting of archimedean f-rings with identity and ℓ-homo...
A ring A is called a P1-ring if aAa = aA for all a 2 A. The author's main results are the following...
AbstractSuppose KG is a prime nonsingular group algebra with maximal right quotient ring Q. We show ...
Topic of this thesis is max rings, which are the rings, whose nonzero modu- les have maximal submodu...
Abstract. We have given necessary and sufficient conditions that a finite direct products of rings h...
Inspired by the ring theory concepts of orders and classical rings of quotients, Fountain and Petric...
AbstractLet D be an F-central division algebra of index n. Here we investigate a conjecture posed in...
Five of the sporadic simple groups have maximal subgroups involving M21 = L3(4). They are M22, M23, ...
AbstractWe investigate, in this paper, the connections between the weak π-regularity and the maximal...
[[abstract]]By testing quotient rings, we give another viewpoint concerning the relationship between...
AbstractLet D be a division ring with centre F. Denote by D∗ the multiplicative group of D. The rela...
AbstractThe differences between simplicity of a von Neumann regular ring and simplicity of its order...
In this paper we characterize commutative rings with finite dimensional classical ring of quotients....
Recent work by Goodearl and Handelman has shown that a prime, regular, right self-injective ring Q m...
Suppose Q(KG) and Q(KH) are the maximal right quotient rings of the group algebras KG and KH (respec...
AbstractThe category of discourse is Arf, consisting of archimedean f-rings with identity and ℓ-homo...
A ring A is called a P1-ring if aAa = aA for all a 2 A. The author's main results are the following...
AbstractSuppose KG is a prime nonsingular group algebra with maximal right quotient ring Q. We show ...
Topic of this thesis is max rings, which are the rings, whose nonzero modu- les have maximal submodu...
Abstract. We have given necessary and sufficient conditions that a finite direct products of rings h...
Inspired by the ring theory concepts of orders and classical rings of quotients, Fountain and Petric...
AbstractLet D be an F-central division algebra of index n. Here we investigate a conjecture posed in...
Five of the sporadic simple groups have maximal subgroups involving M21 = L3(4). They are M22, M23, ...
AbstractWe investigate, in this paper, the connections between the weak π-regularity and the maximal...
[[abstract]]By testing quotient rings, we give another viewpoint concerning the relationship between...
AbstractLet D be a division ring with centre F. Denote by D∗ the multiplicative group of D. The rela...
AbstractThe differences between simplicity of a von Neumann regular ring and simplicity of its order...
In this paper we characterize commutative rings with finite dimensional classical ring of quotients....
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