论文标题
完美的集成性和高丁模型
Perfect Integrability and Gaudin Models
论文作者
论文摘要
我们建议对量子旋转链和猜想的完美整合性的概念，即量子旋转链完全可以整合。我们显示了与所有有限类型的简单谎言代数相关的高丁模型的完美整合性，并具有定期和常规的准周期边界条件。
We suggest the notion of perfect integrability for quantum spin chains and conjecture that quantum spin chains are perfectly integrable. We show the perfect integrability for Gaudin models associated to simple Lie algebras of all finite types, with periodic and regular quasi-periodic boundary conditions.
