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arXiv solv-int/9702004solv-intnlin.SI
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与四面体方程解有关的模型的一些本征态。II。一点代数化

Some eigenstates for a model associated with solutions of tetrahedron equation. II. A bit of algebraization

I. G. Korepanov

摘要:

本文在工作solv-int/9701016的基础上增加了两个观测值,其中一个基于四面体方程的模型已经构造了一些本征态。第一个观察结果是,存在一个更“代数”的单粒子态结构,类似于1+1维的代数贝特不等式。第二个观察是solv-int/9701016中引入的弦是传输矩阵的对称性,而不仅仅是本征态。

英文摘要:

This paper adds two observations to the work solv-int/9701016 where some eigenstates for a model based on tetrahedron equation have been constructed. The first observation is that there exists a more "algebraic" construction of one-particle states, resembling the 1+1-dimensional algebraic Bethe ansatz. The second observation is that the strings introduced in solv-int/9701016 are symmetries of a transfer matrix, rather than just eigenstates.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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