Recursive formulas for the Kronecker quantum cluster algebra with principal coefficients
Author:
Publisher
Springer Science and Business Media LLC
Subject
General Mathematics
Link
https://link.springer.com/content/pdf/10.1007/s11425-021-2038-4.pdf
Reference25 articles.
1. Bai L Q, Chen X Q, Ding M, et al. Cluster multiplication theorem in the quantum cluster algebra of type A(2)2 and the triangular basis. J Algebra, 2019, 533: 106–141
2. Berenstein A, Zelevinsky A. Quantum cluster algebras. Adv Math, 2005, 195: 405–455
3. Buan A B, Marsh B R, Reineke M, et al. Tilting theory and cluster combinatorics. Adv Math, 2006, 204: 572–618
4. Caldero P, Keller B. From triangulated categories to cluster algebras. Invent Math, 2008, 172: 169–211
5. Caldero P, Zelevinsky A. Laurent expansions in cluster algebras via quiver representations. Mosc Math J, 2006, 6: 411–429
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