Maqola

Local and 2-local anti-derivations on filiform associative algebras

Atajonov KhusainboyUrgench State UniversityMadrakhimov TemurUrgench State UniversityYusupov BakhtiyorUrgench State University

Boletim da Sociedade Paranaense de Matemáticajournal2025

ABI

Annotatsiya

This paper is devoted to the study of local and 2-local anti-derivations of null-filiform, filiform and naturally graded quasi-filiform associative algebras. We prove that these algebras as a rule admit local anti-derivations which are not anti-derivations. We show that filiform and naturally graded quasi-filiform associative algebras admit 2-local anti-derivations which are not anti-derivations and any 2-local anti-derivation of null-filiform associative algebras is an anti-derivation.

Mavzular

Advanced Topics in Algebra Fuzzy and Soft Set Theory Homotopy and Cohomology in Algebraic Topology

Identifikatorlar

DOI: 10.5269/bspm.76328

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