Add to ORKGIn this paper, we describe finite-dimensional homogeneously simple algebras of associative type whose 1-component is a full matrix algebra. In addition, we prove that a finite-dimensional division ring of associative type over an algebraically closed field is isomorphic to a group algebra. © 2010 Allerton Press, Inc
In this paper we address some algorithmic problems related to computations in finite-dimensional ass...
AbstractLet R=⊕g∈GRg be a G-graded ring. We describe all types of gradings on R if G is torsion free...
Linear Associative Algebras focuses on finite dimensional linear associative algebras and the Wedder...
In this paper, we describe finite-dimensional homogeneously simple algebras of associative type whos...
In this paper, we describe finite-dimensional homogeneously simple algebras of associative type whos...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
AbstractA (γ, δ) algebra over a field F is a nonassociative algebra satisfying an identity of the fo...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
A (non-associative) algebra A, over a field k, is called homogeneous if its automorphism group permu...
In this paper we address some algorithmic problems related to computations in finite-dimensional ass...
AbstractLet R=⊕g∈GRg be a G-graded ring. We describe all types of gradings on R if G is torsion free...
Linear Associative Algebras focuses on finite dimensional linear associative algebras and the Wedder...
In this paper, we describe finite-dimensional homogeneously simple algebras of associative type whos...
In this paper, we describe finite-dimensional homogeneously simple algebras of associative type whos...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
We prove that every finite-dimensional homogeneously simple associative algebra over an algebraicall...
AbstractA (γ, δ) algebra over a field F is a nonassociative algebra satisfying an identity of the fo...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
In the paper, some properties of algebras of associative type are studied, and these properties are ...
A (non-associative) algebra A, over a field k, is called homogeneous if its automorphism group permu...
In this paper we address some algorithmic problems related to computations in finite-dimensional ass...
AbstractLet R=⊕g∈GRg be a G-graded ring. We describe all types of gradings on R if G is torsion free...
Linear Associative Algebras focuses on finite dimensional linear associative algebras and the Wedder...