The derived equivalence classification of gentle two-cycle algebras
Grzegorz Bobinski
TL;DR
This paper finalizes the classification of gentle two-cycle algebras up to derived equivalence, building on previous foundational work in the field.
Contribution
It completes the derived equivalence classification of gentle two-cycle algebras, advancing the understanding of their structural relationships.
Findings
Complete classification of gentle two-cycle algebras up to derived equivalence
Extension of previous classification results by Avella-Alaminos and Bobinski-Malicki
Clarification of the structural properties of these algebras
Abstract
We complete the derived equivalence classification of the gentle two-cycle algebras initiated in earlier papers by Avella-Alaminos and Bobinski-Malicki.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Topics in Algebra · Rings, Modules, and Algebras