AbstractIn this paper we work with a general Peirce decomposition. This decomposition generalizes the one of associative and alternative algebras and permit us, among other results, the characterization of a kind of nilradical in the case of finite dimensional power associative algebras
The paper considers computer algebra in a non-commutative setting. So far, suchinvestigations have b...
AbstractPeirce allegories are defined. They mix two dual allegory structures, as fuzzy matrix theory...
To appear in E. Orlowska, editor, Logic at Work , Kluwer Academic Publishers. Peirce algebras combi...
AbstractIn this paper we work with a general Peirce decomposition. This decomposition generalizes th...
Introduction. It is well known that if A is an associative or alternative ring with an idempotent el...
AbstractWe investigate the structure of power-associative algebras that are train algebras. We first...
AbstractMany papers in connection with power associativity in genetic algebras show a class of commu...
AbstractThe main result of this paper is that a right alternative algebra R of finite dimension over...
não disponívelIn the first part of this monograph, we introduce the concept of join of baric algebra...
AbstractIn this paper we find a necessary and sufficient condition for a Peirce grading of a Jordan ...
Peirce algebras combine sets, relations and various operations linking the two in a unifying setting...
AbstractWe show that every finite Z-grading of a simple associative algebra A comes from a Peirce de...
We present a two-sorted algebra, called a {\em Peirce algebra of relations} and sets interacting wi...
We investigate the structure of commutative power-associative nilalgebras of dimension and nilindex ...
We prove some results about nilpotent linear transformations. As an application we solve some cases ...
The paper considers computer algebra in a non-commutative setting. So far, suchinvestigations have b...
AbstractPeirce allegories are defined. They mix two dual allegory structures, as fuzzy matrix theory...
To appear in E. Orlowska, editor, Logic at Work , Kluwer Academic Publishers. Peirce algebras combi...
AbstractIn this paper we work with a general Peirce decomposition. This decomposition generalizes th...
Introduction. It is well known that if A is an associative or alternative ring with an idempotent el...
AbstractWe investigate the structure of power-associative algebras that are train algebras. We first...
AbstractMany papers in connection with power associativity in genetic algebras show a class of commu...
AbstractThe main result of this paper is that a right alternative algebra R of finite dimension over...
não disponívelIn the first part of this monograph, we introduce the concept of join of baric algebra...
AbstractIn this paper we find a necessary and sufficient condition for a Peirce grading of a Jordan ...
Peirce algebras combine sets, relations and various operations linking the two in a unifying setting...
AbstractWe show that every finite Z-grading of a simple associative algebra A comes from a Peirce de...
We present a two-sorted algebra, called a {\em Peirce algebra of relations} and sets interacting wi...
We investigate the structure of commutative power-associative nilalgebras of dimension and nilindex ...
We prove some results about nilpotent linear transformations. As an application we solve some cases ...
The paper considers computer algebra in a non-commutative setting. So far, suchinvestigations have b...
AbstractPeirce allegories are defined. They mix two dual allegory structures, as fuzzy matrix theory...
To appear in E. Orlowska, editor, Logic at Work , Kluwer Academic Publishers. Peirce algebras combi...
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