- ID
- 2609.30387
- 分类
- —
- 首次捕获
- 2026-09-28
- 状态
- unread
- 作者
- Qiyue Tang
- 信号
- SI 49
信号历史
- 2026-09-28Scholar Inbox · 相关分 49
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摘要
We prove Laurent positivity for skew-symmetrizable quantum cluster algebras of rank three, with arbitrary integral compatible quantizations and invertible frozen variables. The proof uses mutation-acyclic positivity from a companion manuscript.