AbstractWe give several equivalent characterisations of left (and hence, by duality, also of right) supported algebras. These characterisations are in terms of properties of the left and the right parts of the module category, or in terms of the classes L0 and R0 which consist respectively of the predecessors of the projective modules, and of the successors of the injective modules
We prove that if A is an artin algebra, G is a finite group acting on A such that |G| is invertible ...
Summary. The notion of group was defined as a group structure introduced in the article [6]. The art...
Every natural class of left R-modules is closed, i.e. is completely described by special set of left...
AbstractIn this paper, we study, for an artin algebra, the class LA (and RA) which is a full subcate...
summary:We study whether the projective and injective properties of left $R$-modules can be implied ...
Recall that a module X over some associative ring R is endofinite if X has finite length when viewed...
Abstract. The structure of left filial algebras over fields is studied. Roughly speaking, these are ...
In this paper, we introduce and study a class of algebras which we call ada algebras. An artin algeb...
In this paper, we introduce and study a class of algebras which we call ada algebras. An artin algeb...
Abstract. Let M and X be right R-modules. We introduce several modules relative to the class of B(M;...
AbstractWe investigate left and right co-Frobenius coalgebras and give equivalent characterizations ...
Summary. Definitions of some classes of rings and left-, right-, and bi-modules over a ring and some...
AbstractA duality is established between left and right ideals of a finite dimensional Grassmann alg...
A duality is established between left and right ideals of a finite dimensional Grassmann algebra suc...
AbstractWe study the compatible left-symmetric algebra structures on the W-algebra W(2,2) with some ...
We prove that if A is an artin algebra, G is a finite group acting on A such that |G| is invertible ...
Summary. The notion of group was defined as a group structure introduced in the article [6]. The art...
Every natural class of left R-modules is closed, i.e. is completely described by special set of left...
AbstractIn this paper, we study, for an artin algebra, the class LA (and RA) which is a full subcate...
summary:We study whether the projective and injective properties of left $R$-modules can be implied ...
Recall that a module X over some associative ring R is endofinite if X has finite length when viewed...
Abstract. The structure of left filial algebras over fields is studied. Roughly speaking, these are ...
In this paper, we introduce and study a class of algebras which we call ada algebras. An artin algeb...
In this paper, we introduce and study a class of algebras which we call ada algebras. An artin algeb...
Abstract. Let M and X be right R-modules. We introduce several modules relative to the class of B(M;...
AbstractWe investigate left and right co-Frobenius coalgebras and give equivalent characterizations ...
Summary. Definitions of some classes of rings and left-, right-, and bi-modules over a ring and some...
AbstractA duality is established between left and right ideals of a finite dimensional Grassmann alg...
A duality is established between left and right ideals of a finite dimensional Grassmann algebra suc...
AbstractWe study the compatible left-symmetric algebra structures on the W-algebra W(2,2) with some ...
We prove that if A is an artin algebra, G is a finite group acting on A such that |G| is invertible ...
Summary. The notion of group was defined as a group structure introduced in the article [6]. The art...
Every natural class of left R-modules is closed, i.e. is completely described by special set of left...