Zhelobenko–Stern formulas and $B_n$ Toda wave functions

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发表日期：

2024年6月5日

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A. Galiullin,
S. Khoroshkin,
M. Lyachko

摘要

Using Zhelobenko–Stern formulas for the action of the generators of orthogonal Lie algebra in corresponding Gelfand–Tsetlin basis, we derive Mellin–Barnes presentations for the wave functions of $B_n$ $B_{n}$ Toda lattice. They are in accordance with Iorgov–Shadura formulas.

Zhelobenko–Stern formulas and \(B_n\) Toda wave functions

摘要