Add to ORKGConnections between annihilators and ideals in Frobenius and symmetric algebras are used to provide a new proof of a result of Nakayama on quotient algebras and an application is given to central symmetric algebras. DOI: 10.1017/S000497271300079
Conference: Conference on Applied Geometric Algebras in Computer Science and Engineering Location: ...
AbstractA Frobenius algebra over a field k is called symmetric if the Nakayama automorphism is an in...
In this paper, we investigate certain ideals in the center of a symmetric algebra A over an algebra...
Connections between annihilators and ideals in Frobenius and symmetric algebras are used to provide ...
Connections between annihilators and ideals in Frobenius and symmetric algebras are used to provide ...
Connections between annihilators and ideals in Frobenius and symmetric algebras are used to provide ...
Abstract. Connections between annihilators and ideals in Frobenius and symmet-ric algebras are used ...
International audienceIn analogy with a recent result of N. Kowalzig and U. Krahmer for twisted Cala...
AbstractWe show that the Nakayama automorphism of a Frobenius algebra R over a field k is independen...
AbstractA Frobenius algebra over a field k is called symmetric if the Nakayama automorphism is an in...
The aim of this note is to show that the reciprocity property of group algebras given by B. Stalder ...
In this paper we give a new definition of symmetric special multiserial algebras in terms of definin...
In this paper we give a new definition of symmetric special multiserial algebras in terms of definin...
In this paper we give a new definition of symmetric special multiserial algebras in terms of definin...
The purpose of this paper is to study annihilators and annihilator ideals in a more general context;...
Conference: Conference on Applied Geometric Algebras in Computer Science and Engineering Location: ...
AbstractA Frobenius algebra over a field k is called symmetric if the Nakayama automorphism is an in...
In this paper, we investigate certain ideals in the center of a symmetric algebra A over an algebra...
Connections between annihilators and ideals in Frobenius and symmetric algebras are used to provide ...
Connections between annihilators and ideals in Frobenius and symmetric algebras are used to provide ...
Connections between annihilators and ideals in Frobenius and symmetric algebras are used to provide ...
Abstract. Connections between annihilators and ideals in Frobenius and symmet-ric algebras are used ...
International audienceIn analogy with a recent result of N. Kowalzig and U. Krahmer for twisted Cala...
AbstractWe show that the Nakayama automorphism of a Frobenius algebra R over a field k is independen...
AbstractA Frobenius algebra over a field k is called symmetric if the Nakayama automorphism is an in...
The aim of this note is to show that the reciprocity property of group algebras given by B. Stalder ...
In this paper we give a new definition of symmetric special multiserial algebras in terms of definin...
In this paper we give a new definition of symmetric special multiserial algebras in terms of definin...
In this paper we give a new definition of symmetric special multiserial algebras in terms of definin...
The purpose of this paper is to study annihilators and annihilator ideals in a more general context;...
Conference: Conference on Applied Geometric Algebras in Computer Science and Engineering Location: ...
AbstractA Frobenius algebra over a field k is called symmetric if the Nakayama automorphism is an in...
In this paper, we investigate certain ideals in the center of a symmetric algebra A over an algebra...