Add to ORKGIn this paper we give a new definition of symmetric special multiserial algebras in terms of defining cycles. As a consequence, we show that every special multiserial algebra is a quotient of a symmetric special multiserial algebra
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
International audienceA homogeneous symmetric structure on an associative superalgebra A is a non-de...
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 study multiserial and special multiserial algebras. These algebras are a natural ge...
In this paper we study multiserial and special multiserial algebras. These algebras are a natural ge...
In this paper we study multiserial and special multiserial algebras. These algebras are a natural ge...
The module category of an algebra is a major source of study for representation theorists. The indec...
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 ...
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
Multisymmetric polynomials are the $r$-fold diagonal invariants of the symmetric group ${\mathfrak{S...
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
International audienceA homogeneous symmetric structure on an associative superalgebra A is a non-de...
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 study multiserial and special multiserial algebras. These algebras are a natural ge...
In this paper we study multiserial and special multiserial algebras. These algebras are a natural ge...
In this paper we study multiserial and special multiserial algebras. These algebras are a natural ge...
The module category of an algebra is a major source of study for representation theorists. The indec...
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 ...
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
Multisymmetric polynomials are the $r$-fold diagonal invariants of the symmetric group ${\mathfrak{S...
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
The authors introduce the class of Symmetric MV-algebras. Such algebras have a suitable behavior wit...
International audienceA homogeneous symmetric structure on an associative superalgebra A is a non-de...