Add to ORKGThe purpose of this paper is to provide a cohomology of $n$-Hom-Leibniz algebras. Moreover, we study some higher operations on cohomology spaces and deformations
Every multiplicative left Hom-Leibniz algebra has a natural Hom-Lie-Yamaguti structure.peerReviewe
In this paper we study a cohomology theory of compatible Leibniz algebra. We construct a graded Lie ...
Leibniz algebras, Courant algebroids, and multiplications on reductive homogeneous space
AbstractWe fit the homology with trivial coefficients of Leibniz n-algebras into the context of Quil...
From the viewpoint of semi-abelian homology, some recent results on homology of Leibniz n-algebras c...
International audienceThe study of n -Lie algebras which are natural generalization of Lie algebras ...
Abstract: From the viewpoint of semi-abelian homology, some recent results on homology of Leibniz n-...
A Rota-Baxter Leibniz algebra is a Leibniz algebra$(\mathfrak{g},[~,~]_{\mathfrak{g}})$ equipped wit...
We construct homology with trivial coefficients of Hom-Leibniz n-algebras. We introduce and characte...
Natural graded Lie brackets on the space of cochains of n-Leibniz and n-Lie algebras are introduced....
The goal of this paper is to study cohomological theory of n-Lie algebras with derivations. We defin...
In the category of Hom-Leibniz algebras we introduce the notion of Hom-corepresentation as adequate ...
In the category of Hom-Leibniz algebras we introduce the notion of Hom-corepresentation as adequate ...
In this paper some characterizations of Hom-Leibniz superalgebras are given and some of their basic ...
summary:Hom-Lie algebra (superalgebra) structure appeared naturally in $q$-deformations, based on $\...
Every multiplicative left Hom-Leibniz algebra has a natural Hom-Lie-Yamaguti structure.peerReviewe
In this paper we study a cohomology theory of compatible Leibniz algebra. We construct a graded Lie ...
Leibniz algebras, Courant algebroids, and multiplications on reductive homogeneous space
AbstractWe fit the homology with trivial coefficients of Leibniz n-algebras into the context of Quil...
From the viewpoint of semi-abelian homology, some recent results on homology of Leibniz n-algebras c...
International audienceThe study of n -Lie algebras which are natural generalization of Lie algebras ...
Abstract: From the viewpoint of semi-abelian homology, some recent results on homology of Leibniz n-...
A Rota-Baxter Leibniz algebra is a Leibniz algebra$(\mathfrak{g},[~,~]_{\mathfrak{g}})$ equipped wit...
We construct homology with trivial coefficients of Hom-Leibniz n-algebras. We introduce and characte...
Natural graded Lie brackets on the space of cochains of n-Leibniz and n-Lie algebras are introduced....
The goal of this paper is to study cohomological theory of n-Lie algebras with derivations. We defin...
In the category of Hom-Leibniz algebras we introduce the notion of Hom-corepresentation as adequate ...
In the category of Hom-Leibniz algebras we introduce the notion of Hom-corepresentation as adequate ...
In this paper some characterizations of Hom-Leibniz superalgebras are given and some of their basic ...
summary:Hom-Lie algebra (superalgebra) structure appeared naturally in $q$-deformations, based on $\...
Every multiplicative left Hom-Leibniz algebra has a natural Hom-Lie-Yamaguti structure.peerReviewe
In this paper we study a cohomology theory of compatible Leibniz algebra. We construct a graded Lie ...
Leibniz algebras, Courant algebroids, and multiplications on reductive homogeneous space