ATTAN SYLVAIN [1], ISSA A. Nourou [2],
Hom-Bol algebras are defined as a twisted generalization of (left) bol algebra. Hom-Bol algebras generalize multiplicative Hom-Lie triple systems in t [...]
Article, Ajoutée le 15/02/2018 23:25
ATTAN SYLVAIN [1], ISSA A. Nourou [2],
Every multiplicative Hom-Maltsev algebra has a natural multiplicative Hom-Lie triple system structure. Moreover, there is a natural Hom-Bol algebra s [...]
Article, Ajoutée le 22/08/2018 18:51
In this paper, we describe color Hom-Poisson structures in terms of a single bilinear operation. This enables us to explore color Hom-Poisson algebras [...]
Article, Ajoutée le 03/01/2019 15:16
In this paper we prove that any Malcev superalgebra has a Lie supertriple system structure and a Bol superalgebra structure. [...]
Article, Ajoutée le 03/01/2019 15:18
ATTAN SYLVAIN [1], BOUESSO MIALEBAMA André S. E. [2],
Let K be a field and KQ be a noetherian path algebra for the quiver Q. Given a left (resp. right) finitely generated ideal I of KQ, we propose a new i [...]
Article, Ajoutée le 03/01/2019 15:18
Gaparayi Donatien [1], ATTAN SYLVAIN [2], ISSA A. Nourou [3],
(Multiplicative) Hom-Lie-Yamaguti superalgebras are defined as a Z 2 -graded generalization of Hom-Lie Yamaguti algebras and also as a twisted genera [...]
Article, Ajoutée le 07/05/2019 11:47
The aim of this paper is to introduce color Hom-Novikov-Poisson algebras which generalize color Hom-Novikov algebras. Many constructions of color Hom- [...]
Article, Ajoutée le 07/05/2019 12:01
ATTAN SYLVAIN [1], HOUNNON HIPPOLYTE [2], KPAMEGAN ASSOGBA BERNARDIN [3],
Article, Ajoutée le 17/02/2021 16:01