A classification, up to isomorphism, of two-dimensional (not necessarily commutative) Jordan algebras over any algebraically closed field is presented in terms of their matrices of structure constants
Neste trabalho apresentamos a classificação algébrica e geométrica das álgebras de Jordan de dimensõ...
The problem of classification of Jordan bit-nodules over (non-semisimple) finite dimensional Jordan ...
The problem of classification of Jordan bit-nodules over (non-semisimple) finite dimensional Jordan ...
A classification, up to isomorphism, of two-dimensional (not necessarily commutative) Jordan algebra...
A classification, up to isomorphism, of two-dimensional (not necessarily commutative) Jordan algebra...
In the paper we describe all (not necessarily commutative) Jordan algebra structures on a two-dimens...
One of the main issues of modern algebra is the classification problem related to finite-dimensiona...
One of the main issues of modern algebra is the classification problem related to finite-dimensiona...
We investigate the factorization problem as well as the classifying complements problem in the setti...
AbstractA Jordan algebra J over a field k of characteristic 2 becomes a 2-Lie algebra L(J) with Lie ...
This book explores applications of Jordan theory to the theory of Lie algebras. It begins with the g...
International audienceA pseudo-euclidean Jordan algebra is a Jordan algebra with an associative non...
The theory of Jordan algebras has played important roles behind the scenes of several areas of mathe...
Neste trabalho apresentamos a classificação algébrica e geométrica das álgebras de Jordan de dimensõ...
Neste trabalho apresentamos a classificação algébrica e geométrica das álgebras de Jordan de dimensõ...
Neste trabalho apresentamos a classificação algébrica e geométrica das álgebras de Jordan de dimensõ...
The problem of classification of Jordan bit-nodules over (non-semisimple) finite dimensional Jordan ...
The problem of classification of Jordan bit-nodules over (non-semisimple) finite dimensional Jordan ...
A classification, up to isomorphism, of two-dimensional (not necessarily commutative) Jordan algebra...
A classification, up to isomorphism, of two-dimensional (not necessarily commutative) Jordan algebra...
In the paper we describe all (not necessarily commutative) Jordan algebra structures on a two-dimens...
One of the main issues of modern algebra is the classification problem related to finite-dimensiona...
One of the main issues of modern algebra is the classification problem related to finite-dimensiona...
We investigate the factorization problem as well as the classifying complements problem in the setti...
AbstractA Jordan algebra J over a field k of characteristic 2 becomes a 2-Lie algebra L(J) with Lie ...
This book explores applications of Jordan theory to the theory of Lie algebras. It begins with the g...
International audienceA pseudo-euclidean Jordan algebra is a Jordan algebra with an associative non...
The theory of Jordan algebras has played important roles behind the scenes of several areas of mathe...
Neste trabalho apresentamos a classificação algébrica e geométrica das álgebras de Jordan de dimensõ...
Neste trabalho apresentamos a classificação algébrica e geométrica das álgebras de Jordan de dimensõ...
Neste trabalho apresentamos a classificação algébrica e geométrica das álgebras de Jordan de dimensõ...
The problem of classification of Jordan bit-nodules over (non-semisimple) finite dimensional Jordan ...
The problem of classification of Jordan bit-nodules over (non-semisimple) finite dimensional Jordan ...
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