Abstract
We give an explicit description of the mutation classes of quivers of type . Furthermore, we provide a complete classification of cluster tilted algebras of type up to derived equivalence. We show that the bounded derived category of such an algebra depends on four combinatorial parameters of the corresponding quiver.
Citation
Janine Bastian. "Mutation classes of $\tilde{A}_n$-quivers and derived equivalence classification of cluster tilted algebras of type $\tilde{A}_n$." Algebra Number Theory 5 (5) 567 - 594, 2011. https://doi.org/10.2140/ant.2011.5.567
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