AbstractThe main purpose of the present paper is to give a description of Lie superhomomorphisms from the set of skew elements of a superalgebra with superinvolution into a unital superalgebra
Let A be a non-trivial semiprime associative superalgebra with superinvolution. In the present note ...
In this paper using the concept of isoclinism, we give the structure of all covers of Lie superalgeb...
In this paper we deal with finitely generated superalgebras with superinvolution, satisfying a non-t...
AbstractLet A be a non-trivial semiprime associative superalgebra with superinvolution. In the prese...
AbstractIn this paper we investigate the Lie structure of the Lie superalgebra K of skew elements of...
AbstractWe investigate the Lie structure of the Lie superalgebraKof skew elements of a unital simple...
In this paper we investigate the Lie structure of the Lie superalgebra K of skew elements of a semip...
AbstractIn this paper we investigate the Lie structure of the Lie superalgebra K of skew elements of...
AbstractSuperinvolutions on graded associative algebras constitute a source of Lie and Jordan supera...
Superalgebras appeared (as graded algebras) in the context of al-gebraic topology and homological al...
AbstractOur main purpose is to provide for primitive associative superalgebras a structure theory an...
AbstractOur main purpose is to provide for primitive associative superalgebras a structure theory an...
In this paper we investigate the Lie structure of the derived Lie superalgebra [K, K], with K the se...
AbstractLet A be a non-trivial semiprime associative superalgebra with superinvolution. In the prese...
In the first part of this thesis, we study the existence of superinvolutions of both kinds on finite...
Let A be a non-trivial semiprime associative superalgebra with superinvolution. In the present note ...
In this paper using the concept of isoclinism, we give the structure of all covers of Lie superalgeb...
In this paper we deal with finitely generated superalgebras with superinvolution, satisfying a non-t...
AbstractLet A be a non-trivial semiprime associative superalgebra with superinvolution. In the prese...
AbstractIn this paper we investigate the Lie structure of the Lie superalgebra K of skew elements of...
AbstractWe investigate the Lie structure of the Lie superalgebraKof skew elements of a unital simple...
In this paper we investigate the Lie structure of the Lie superalgebra K of skew elements of a semip...
AbstractIn this paper we investigate the Lie structure of the Lie superalgebra K of skew elements of...
AbstractSuperinvolutions on graded associative algebras constitute a source of Lie and Jordan supera...
Superalgebras appeared (as graded algebras) in the context of al-gebraic topology and homological al...
AbstractOur main purpose is to provide for primitive associative superalgebras a structure theory an...
AbstractOur main purpose is to provide for primitive associative superalgebras a structure theory an...
In this paper we investigate the Lie structure of the derived Lie superalgebra [K, K], with K the se...
AbstractLet A be a non-trivial semiprime associative superalgebra with superinvolution. In the prese...
In the first part of this thesis, we study the existence of superinvolutions of both kinds on finite...
Let A be a non-trivial semiprime associative superalgebra with superinvolution. In the present note ...
In this paper using the concept of isoclinism, we give the structure of all covers of Lie superalgeb...
In this paper we deal with finitely generated superalgebras with superinvolution, satisfying a non-t...
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