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- Title
THE ALGEBRAS DERIVED EQUIVALENT TO GENTLE CLUSTER TILTED ALGEBRAS.
- Authors
BOBIŃSKI, GRZEGORZ; BUAN, ASLAK BAKKE; Koenig, S.
- Abstract
A cluster tilted algebra is known to be gentle if and only if it is cluster tilted of Dynkin type 픸 or Euclidean type $\tilde{{{\mathbb A}}}$. We classify all finite-dimensional algebras which are derived equivalent to gentle cluster tilted algebras.
- Subjects
MODULES (Algebra); CLUSTER analysis (Statistics); HOMOMORPHISMS; DYNKIN diagrams; MATHEMATICAL proofs; ABSTRACT algebra; MATHEMATICAL analysis
- Publication
Journal of Algebra & Its Applications, 2012, Vol 11, Issue 1, p1250012-1
- ISSN
0219-4988
- Publication type
Article