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An equivalence in generalized almost-Jordan algebras
(Universidad Catolica del Norte, 2016)
In this paper we work with the variety of commutative algebras satisfying the identity β((x2y)x - ((yx)x)x)+γ(x3y - ((yx)x)x) = 0, where β, γ are scalars. They are called generalized almost-Jordan algebras. We prove that ...
Algebra Casi-Jordan GeneralizadasGeneralized Almost-Jordan algebrasAlgebra casi-jordan generalizadasgeneralized almost-jordan algebras
(2005)
En este trabajo estudiamos la estructura de una generalización de la álgebras casi- Jordan generalizadas.
The Wedderburn principal theorem for generalized almost-Jordan algebras
(2007)
We study commutative algebras A over fields of characteristic ≠2, 3 which satisfy the identity β{x(y(xx)) - x(x(xy))} + γ{y(x(xx)) - x(x(xy))} = 0. We do not assume power-associativity. We find the Peirce decomposition of ...
On nilpotency of generalized almost-jordan right-nilalgebras
(World Scientific Publishing Co. Pte Ltd, 2008)
We study the variety of algebras A over a field of characteristic ≠ 2, 3, 5 satisfying the identities xy=yx and β ((xx)y)x-((yx)x)x + γ ((xx)x)y-((yx)x)x=0, where β, γ are scalars. We do not assume power-associativity. We ...
Representations of Generalized Almost-Jordan Algebras
(Taylor and Francis Inc., 2015)
© 2015, Copyright Taylor & Francis Group, LLC. This paper deals with the variety of commutative algebras satisfying the identity β{(yx <sup>2</sup>)x − ((yx)x)x} + γ{yx <sup>3</sup> − ((yx)x)x} = ...
Representations of Generalized Almost-Jordan Algebras
(Taylor & Francis, 2015)
This paper deals with the variety of commutative algebras
satisfying the identity {(yx2)x − ((yx)x)x} +
{yx3 − ((yx)x)x} = 0
where , are scalars. These algebras appeared as one of the four fam-
ilies of degree ...
On nilpotency of generalized almost-jordan right-nilalgebrasALGEBRA COLLOQUIUM
(WORLD SCIENTIFIC PUBL CO PTE LTD, 2016)
On nilpotency of generalized almost-jordan right-nilalgebrasALGEBRA COLLOQUIUM
(WORLD SCIENTIFIC PUBL CO PTE LTD, 2016)
On nilpotency of generalized almost-jordan right-nilalgebrasALGEBRA COLLOQUIUM
(WORLD SCIENTIFIC PUBL CO PTE LTD, 2016)