ON HOMOMORPHISMS FROM RINGEL-HALL ALGEBRAS TO QUANTUM CLUSTER ALGEBRAS

ON HOMOMORPHISMS FROM RINGEL-HALL ALGEBRAS TO QUANTUM CLUSTER ALGEBRAS (2014)

by Ming Ding , Fan Xu

350	Canonical bases arising from quantized enveloping algebras - Lusztig - 1990
171	From triangulated categories to cluster algebras - Caldero, Keller
140	algebras and quantum groups - Hall - 1990
135	Cluster algebras as Hall algebras of quiver representations - Caldero, Chapoton
129	Tilting theory and cluster combinatorics - Buan, Marsh, et al. - 2006
71	Quantum cluster algebras - Berenstein, Zelevinsky
34	Quantum cluster variables via Serre polynomials - Qin
8	Cluster structures on quantum coordinate rings, arXiv: 1104.0531v2[math.QA - Geiss, Schröer
7	On a quantum analog of the Caldero-Chapoton formula - Rupel
5	Quantum cluster characters - Rupel
5	Equivalence between cluster categories, J. Algebra 304 (2006), 832-850 - Zhu
4	A quantum analogue of generic bases for affine cluster algebras - Ding, Xu
3	Quantum cluster characters of Hall algebras - Berenstein, Rupel
3	On quantum cluster algebras of finite type - Ding