Michael Barot, Dirk Kussin, Helmut Lenzing
Published 2006-06-21, updated 2007-03-02Version 2
For the cluster category of a hereditary or a canonical algebra, equivalently for the cluster category of the hereditary category of coherent sheaves on a weighted projective line, we study the Grothendieck group with respect to an admissible triangulated structure.
Comments: 21 pages, accepted for publication by JPAA
The cluster category of a canonical algebra
A geometric description of $m$-cluster categories
Geometric characterizations of the representation type of hereditary algebras and of canonical algebras
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