Multiplicative properties of a quantum . . .

Multiplicative properties of a quantum . . . (2011)

by Ming Ding , Jie Sheng

171	From triangulated categories to cluster algebras - Caldero, Keller
135	Cluster algebras as Hall algebras of quiver representations - Caldero, Chapoton
129	Tilting theory and cluster combinatorics - Buan, Marsh, et al. - 2006
111	algebras, hereditary algebras and quantum groups - Green, Hall - 1995
71	Quantum cluster algebras - Berenstein, Zelevinsky
34	Quantum cluster variables via Serre polynomials - Qin
31	Acyclic cluster algebras via Ringel-Hall algebras, Preprint available at the author’s home - Hubery
23	Fomin S., Zelevinsky A. Cluster Algebras III: Upper bounds and double Bruhat cells - Berenstein - 2005
23	A quantum cluster algebra of Kronecker type and the dual canonical basis - Lampe
21	Generic bases for cluster algebras and the Chamber Ansatz - Geiss, Leclerc, et al.
15	On quantum analogue of the Caldero-Chapoton formula - Rupel
14	Integral bases of cluster algebras and representations of tame quivers. arXiv:0901.1937v1 [math.RT - Ding, Xiao, et al. - 2009
12	Quantum cluster algebra structures on quantum Grassmannians and their quantum Schubert cells: the finite-type cases - Grabowski, Launois
6	Bases of the quantum cluster algebra of the Kronecker quiver, arXiv: 1004.2349v4[math.RT - Ding, Xu
5	Kac-moody groups and cluster algebras. arXiv:1001.3545v1 [math.RT - Geiss, Leclerc, et al. - 2010
3	On quantum cluster algebras of finite type - Ding
3	The multiplication theorem and bases in finite and affine quantum cluster algebras - Ding, Xu