3 papers
math.RA2020
Leibniz superalgebras with a set grading
Helena Albuquerque, Elisabete Barreiro, Antonio J. Calderón +1
Consider a Leibniz superalgebra additionally graded by an arbitrary set (set grading). We show that decomposes as the sum of well-described graded i…
math.RA2019
The algebraic and geometric classification of nilpotent binary Lie algebras
Hani Abdelwahab, Antonio Jesús Calderón, Ivan Kaygorodov
The paper is devoted to give the complete algebraic classification of nilpotent binary Lie algebras of dimension over an arbitrary base field of characteris…
math.RT2016
Leibniz triple systems admitting a multiplicative basis
Helena Albuquerque, Elisabete Barreiro, Antonio Jesús Calderon +1
Let be a Leibniz triple system of arbitrary dimension, over an arbitrary base field . A basis ${\mathcal B} = \{e_{i}\}_{i \i…