Maximal n-orthogonal modules for selfinjective algebras

Mathematics – Representation Theory

Scientific paper

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10 pages

Scientific paper

Let A be a selfinjective algebra. We show that, for any n, maximal
n-orthogonal A-modules (in the sense of Iyama), rarely exist. More precisely,
we prove that if A admits a maximal n-orthogonal module, then all A-modules are
of complexity at most 1.

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