Computational Methods for Rota-type operators on 4-dimensionnal nilpotent Leibniz Algebras

Published 27 Apr 2025 in math.RA | (2504.19206v1)

Abstract: A compatible nilpotent Leibniz algebra is a vector space equipped with two multiplication structures that interact in a certain natural way. This article presents the classification of these algebras with dimensions less than four, as well as the classifications of their corresponding Rota-type operators.

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