Constructions and generalised derivations of multiplicative n-BiHom-Lie color algebras
Ibrahima Bakayoko, Ismail Laraiedh
TL;DR
This paper introduces new constructions, definitions, and properties of n-BiHom-Lie color algebras, including generalized derivations and modules, expanding the algebraic framework for these structures.
Contribution
It provides novel constructions, definitions, and properties for n-BiHom-Lie color algebras, including generalized derivations and module concepts.
Findings
Constructed new examples of n-BiHom-Lie color algebras
Defined BiHom-modules over these algebras
Investigated properties of generalized derivations
Abstract
The aim of this paper is introduce and give some constructions results and examples of n-BiHom-Lie color algebras. Next, we introduce the definition of BiHom-modules over n- BiHom-Lie color algebras and we provide some properties. Moreover we investigate generalized derivations of n-BiHom-Lie color algebras and their BiHom-subalgebras.
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Taxonomy
TopicsAdvanced Topics in Algebra · Algebraic structures and combinatorial models · Finite Group Theory Research