Neutrabelian algebras
Keith A. Kearnes, Connor Meredith, Agnes Szendrei
TL;DR
This paper introduces the concept of neutrabelian algebras and proves that finite, hereditarily neutrabelian algebras with a cube term are dualizable, expanding the understanding of algebraic duality.
Contribution
The paper defines neutrabelian algebras and establishes dualizability results for finite, hereditarily neutrabelian algebras with a cube term.
Findings
Finite, hereditarily neutrabelian algebras with a cube term are dualizable.
Introduction of the concept of neutrabelian algebras.
Extension of duality theory in algebra.
Abstract
We introduce "neutrabelian algebras", and prove that finite, hereditarily neutrabelian algebras with a cube term are dualizable.
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Taxonomy
TopicsAdvanced Topics in Algebra · Algebraic structures and combinatorial models · Rings, Modules, and Algebras