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- W107394513 abstract "In their Algebras IV paper, Fomin and Zelevinsky defined and g-vectors, and they showed that the cluster variables in any cluster algebra can be expressed in a formula involving the appropriate F-polynomial and g-vector. In F-polynomials in Quantum Cluster Algebras, the predecessor to this paper, we defined and proved the existence of quantum F-polynomials, which are analogs of in quantum cluster algebras in the sense that cluster variables in any quantum cluster algebra can be expressed in a similar formula in terms of quantum and g-vectors. In this paper, we give formulas for both and quantum for cluster algebras of classical type when the initial exchange matrix is acyclic." @default.
- W107394513 created "2016-06-24" @default.
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- W107394513 date "2009-11-23" @default.
- W107394513 modified "2023-09-27" @default.
- W107394513 title "Quantum F-polynomials in Classical Types" @default.
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