标题： 三角函数Gaudin磁铁的Bäcklund变换 显示英文标题

标题： Bäcklund Transformations for the Trigonometric Gaudin Magnet

摘要： 我们从该模型的Lax表示出发，构造了一个三角函数经典Gaudin磁体的Backlund变换。 由于E. Sklyanin和V. Kuznetsov引入的所谓谱性性质，得到的Darboux装饰矩阵仅依赖于一组变量。 最后我们提到一些可能有趣的开放问题。 显示英文摘要

摘要： We construct a Backlund transformation for the trigonometric classical Gaudin magnet starting from the Lax representation of the model. The Darboux dressing matrix obtained depends just on one set of variables because of the so-called spectrality property introduced by E. Sklyanin and V. Kuznetsov. In the end we mention some possibly interesting open problems.