3 citations · 6 across the 5 of their papers we have counts for
5 papers
Upper bounds on the dimension of the Schur -multiplier of -nilpotent Leibniz -algebras
Narcisse G. Bell Bogmis, Guy R. Biyogmam, Hesam Safa +1
The Schur -multiplier of Leibniz algebras is the Schur multiplier of Leibniz algebras defined relative to the Liezation functor. In this paper, we study upper bounds…
Solvable Lie algebras derived from Lie hyperalgebras
Hesam Safa, Morteza Norouzi
Recently in \cite{s-n}, we have investigated Lie algebras and abelian Lie algebras derived from Lie hyperalgebras using the fundamental relations and , r…
On multipliers of pairs of Lie superalgebras
Hesam Safa
In this article, we study the notion of the Schur multiplier of a pair of Lie superalgebras and obtain some upper bounds concerning dimensions. Moreover,…
On the Schur -multiplier and -covers of Leibniz -algebras
Hesam Safa, Guy R. Biyogmam
In this article, we study the notion of central extension of Leibniz -algebras relative to -Lie algebras to study properties of Schur -multiplier and $\mathsf{L…
The Schur multiplier of an -Lie superalgebra
Hesam Safa
In the present paper, we study the notion of the Schur multiplier of an -Lie superalgebra , and prove that $\dim \mathcal{M}(L) \leq \sum_{i=0}^{n} {m\choose…