论文标题
与Flaschka的对话：Kac-Moody组和Verblunsky系数
Conversations with Flaschka: Kac-Moody groups and Verblunsky coefficients
论文作者
论文摘要
在本文中，我们讨论了两个项目，这些项目以与Hermann Flaschka及其学生的对话为源性。第一个是Toda晶格的应用，即是否存在与无限期类型的Kac-Moody Lie代数相关的复杂谎言组（具有某些属性）的问题。第二个涉及Verblunsky对应的新示例。
In this paper we discuss two items which in one way or another originated from conversations with Hermann Flaschka and his students. The first is an application of the Toda lattice to the question of whether there exists a complex Lie group (with certain properties) associated to an indefinite type Kac-Moody Lie algebra. The second concerns a new example of the Verblunsky correspondence.
