Generalized cluster complexes via quiver representations

Author:

Zhu Bin

Publisher

Springer Science and Business Media LLC

Subject

Discrete Mathematics and Combinatorics,Algebra and Number Theory

Reference27 articles.

1. Assem, I., Brstle, T., Schiffler, R., & Todorov, G. (2006). m-cluster categories and m-replicated algebras. Preprint arXiv:math.RT/0608727.

2. Athanasiadis, C., & Tzanaki, E. (2006). Shellability and higher Cohen–Macaulay connectivity of generalized cluster complexes. Preprint arXiv:math.CO/0606018.

3. Baur, K., & Marsh, R. A geometric description of m-cluster categories. Transactions of the AMS, to appear. Preprint arXiv:math.RT/0610512.

4. Buan, A., & Marsh, R. (2006) . Cluster-tilting theory. In J. de la Peña & R. Bautista (Eds.), Trends in representation theory of algebras and related topics, contemporary mathematics (Vol. 406, p. 1–30).

5. Buan, A., Marsh, R., & Reiten, I. (2004). Cluster mutation via quiver representations. Comment. Math. Helv., to appear. Preprint arXiv:math.RT/0412077.

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