AbstractThe lattice of subalgebras of an alternative algebra can determine the algebraic structure of the algebra. Here it is shown that alternative algebras with a lattice of subalgebras isomorphic to nondivision semisimple alternative algebras are closely related to them
AbstractLet L be a J-subspace lattice. A subalgebra of AlgL is called a standard subalgebra if it co...
summary:The aim of the present paper is to translate some algebraic concepts to hypergraphs. Thus we...
summary:We use graph-algebraic results proved in [8] and some results of the graph theory to charact...
AbstractThe lattice of subalgebras of an alternative algebra can determine the algebraic structure o...
The lattice of subalgebras of an alternative algebra can determinate the algebraic structure of the ...
The lattice of subalgebras of an alternative algebra can determinate the algebraic structure of the ...
summary:One of the main aims of the present and the next part [15] is to show that the theory of gra...
AbstractLet K be a class of finite algebras closed under subalgebras, homomorphic images and finite ...
This is the author accepted manuscript. The final version is available from the American Mathematica...
AbstractThe main result of this paper is that a right alternative algebra R of finite dimension over...
Leibniz algebras are a non-anticommutative version of Lie algebras. They play an important role in d...
summary:We use graph-algebraic results proved in [8] and some results of the graph theory to charact...
summary:We use graph-algebraic results proved in [8] and some results of the graph theory to charact...
PhDIn this thesis we study the relationship between the lattice of submodules and the algebraic str...
summary:The aim of the present paper is to translate some algebraic concepts to hypergraphs. Thus we...
AbstractLet L be a J-subspace lattice. A subalgebra of AlgL is called a standard subalgebra if it co...
summary:The aim of the present paper is to translate some algebraic concepts to hypergraphs. Thus we...
summary:We use graph-algebraic results proved in [8] and some results of the graph theory to charact...
AbstractThe lattice of subalgebras of an alternative algebra can determine the algebraic structure o...
The lattice of subalgebras of an alternative algebra can determinate the algebraic structure of the ...
The lattice of subalgebras of an alternative algebra can determinate the algebraic structure of the ...
summary:One of the main aims of the present and the next part [15] is to show that the theory of gra...
AbstractLet K be a class of finite algebras closed under subalgebras, homomorphic images and finite ...
This is the author accepted manuscript. The final version is available from the American Mathematica...
AbstractThe main result of this paper is that a right alternative algebra R of finite dimension over...
Leibniz algebras are a non-anticommutative version of Lie algebras. They play an important role in d...
summary:We use graph-algebraic results proved in [8] and some results of the graph theory to charact...
summary:We use graph-algebraic results proved in [8] and some results of the graph theory to charact...
PhDIn this thesis we study the relationship between the lattice of submodules and the algebraic str...
summary:The aim of the present paper is to translate some algebraic concepts to hypergraphs. Thus we...
AbstractLet L be a J-subspace lattice. A subalgebra of AlgL is called a standard subalgebra if it co...
summary:The aim of the present paper is to translate some algebraic concepts to hypergraphs. Thus we...
summary:We use graph-algebraic results proved in [8] and some results of the graph theory to charact...
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