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Algebras stably equivalent to Nakayama algebras of Loewy length at most 4
Published online by Cambridge University Press: 09 April 2009
Abstract
Two artin algebras Λ and Λ′ are said to be stably equivalent if their categories of finitely generated modules modulo projectives are equivalent. In this paper a characterization is given of the artin algebras stably equivalent to Nakayama algebras of Loewy length (at most) four. The proof is an illustration of the technique of using irreducible maps to study problems about stable equivlence.
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- Copyright © Australian Mathematical Society 1979
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