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q变型微分算符超代数和Yang-Baxter方程的解

q-Deformed Differential Operator Superalgebra and Solutions of Yang-Baxter Equation

  • 摘要: 通过q变型微分算符超代数与量子超平面的自恰性, 得到了一个辫子群表示的新形式, 进而利用Yang Baxter化方法构造了含谱参数的Yang Baxter方程的三角型解, 并讨论了相关的顶角模型.

     

    Abstract: Through the consistency between the q-deformed differential operator superalgebra and the quantum superplane, a new form of braid group representation is obtained. The trigonometric type of solutions of the spectral-dependent Yang-Baxter equation are constructed in terms of Yang-Baxterization, and a related vertex model is also discussed.

     

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