AbstractWe describe gradings by finite abelian groups on the associative algebras of infinite matrices with finitely many nonzero entries, over an algebraically closed field of characteristic zero
AbstractLet K be an infinite field and let UTn(K) denote the algebra of n×n upper triangular matrice...
AbstractThe group gradings on the symmetric composition algebras over arbitrary fields are classifie...
Assuming the base field is algebraically closed, we classify, up to isomorphism, gradings by arbitr...
AbstractWe describe gradings by finite abelian groups on the associative algebras of infinite matric...
AbstractIn this paper we describe graded antiautomorphisms of finite order on matrix algebras endowe...
AbstractLet R=⊕g∈GRg be a G-graded ring. We describe all types of gradings on R if G is torsion free...
AbstractIn this paper we describe all group gradings by a finite Abelian group G of several types of...
AbstractGiven a grading Γ:A=⊕g∈GAg on a nonassociative algebra A by an abelian group G, we have two ...
AbstractLet G be an arbitrary abelian group and let A and B be two finite dimensional G-graded simpl...
AbstractIn this paper we apply the method of functional identities to the study of group gradings by...
AbstractFor a given abelian group G, we classify the isomorphism classes of G-gradings on the simple...
AbstractLet R=⊕g∈GRg be a G-graded ring. We describe all types of gradings on R if G is torsion free...
AbstractLet A, B be finite dimensional G-graded algebras over an algebraically closed field K with c...
2010 Mathematics Subject Classification: Primary 17B70, secondary 17B40, 16W50.Given a grading Γ : L...
AbstractIn this paper we describe all gradings by an abelian group G on the simple Lie algebra psln(...
AbstractLet K be an infinite field and let UTn(K) denote the algebra of n×n upper triangular matrice...
AbstractThe group gradings on the symmetric composition algebras over arbitrary fields are classifie...
Assuming the base field is algebraically closed, we classify, up to isomorphism, gradings by arbitr...
AbstractWe describe gradings by finite abelian groups on the associative algebras of infinite matric...
AbstractIn this paper we describe graded antiautomorphisms of finite order on matrix algebras endowe...
AbstractLet R=⊕g∈GRg be a G-graded ring. We describe all types of gradings on R if G is torsion free...
AbstractIn this paper we describe all group gradings by a finite Abelian group G of several types of...
AbstractGiven a grading Γ:A=⊕g∈GAg on a nonassociative algebra A by an abelian group G, we have two ...
AbstractLet G be an arbitrary abelian group and let A and B be two finite dimensional G-graded simpl...
AbstractIn this paper we apply the method of functional identities to the study of group gradings by...
AbstractFor a given abelian group G, we classify the isomorphism classes of G-gradings on the simple...
AbstractLet R=⊕g∈GRg be a G-graded ring. We describe all types of gradings on R if G is torsion free...
AbstractLet A, B be finite dimensional G-graded algebras over an algebraically closed field K with c...
2010 Mathematics Subject Classification: Primary 17B70, secondary 17B40, 16W50.Given a grading Γ : L...
AbstractIn this paper we describe all gradings by an abelian group G on the simple Lie algebra psln(...
AbstractLet K be an infinite field and let UTn(K) denote the algebra of n×n upper triangular matrice...
AbstractThe group gradings on the symmetric composition algebras over arbitrary fields are classifie...
Assuming the base field is algebraically closed, we classify, up to isomorphism, gradings by arbitr...
DOI
Add to ORKG