Z. Bagheri

most citedRepresentations and Deformations of 3-Hom-

ρ

-Lie algebras

2 citations · 2 across the 1 of their papers we have counts for

collaborators

3 papers

math.RA2021

Quadratic and symplectic structures on 3-(Hom)- $ρ$ -Lie algebras

Zahra Bagheri, Esmaeil Peyghan

Our purpose in this paper is the generalization of the notions of quadratic and symplectic structures to the case of 3-(Hom)- $ρ$ -Lie algebras. We describe some properties of them b…

math.RA2021★ 2 cited

Representations and Deformations of 3-Hom- $ρ$ -Lie algebras

E. Peyghan, Z. Bagheri, I. Gultekin +1

The aim of this paper is to introduce 3-Hom- $ρ$ -Lie algebra structures generalizing the algebras of 3-Hom-Lie algebra. Also, we investigate the representations and deformations the…

math.DG2018

Riemannian geometry on Hom- $ρ$ -commutative algebras

Zahra Bagheri, Esmaeil Peyghan

Recently, some concepts such as Hom-algebras, Hom-Lie algebras, Hom-Lie admissible algebras, Hom-coalgebras are studied and some of classical properties of algebras and some geomet…

Quadratic and symplectic structures on 3-(Hom)-ρ-Lie algebras

Representations and Deformations of 3-Hom-ρ-Lie algebras

Riemannian geometry on Hom-ρ-commutative algebras

Quadratic and symplectic structures on 3-(Hom)- $ρ$ -Lie algebras

Representations and Deformations of 3-Hom- $ρ$ -Lie algebras

Riemannian geometry on Hom- $ρ$ -commutative algebras