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- W1527911487 abstract "We prove a multiplication theorem for quantum cluster algebras of acyclic quivers. The theorem generalizes the multiplication formula for quantum cluster variables in cite{fanqin}. We apply the formula to construct some $mathbb{ZP}$-bases in quantum cluster algebras of finite and affine types. Under the specialization $q$ and coefficients to $1$, these bases are the integral bases of cluster algebra of finite and affine types (see cite{CK1} and cite{DXX})." @default.
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- W1527911487 date "2010-06-20" @default.
- W1527911487 modified "2023-09-27" @default.
- W1527911487 title "The multiplication theorem and bases in finite and affine quantum cluster algebras" @default.
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