Integrable open elliptic Toda chain with boundaries

2026/07/27 by Andrei Zotov

paper · doi:10.1063/5.0331826

Abstract

In this letter we discuss the classical integrable elliptic Toda chain proposed by I. Krichever. Our goal is to construct an open elliptic Toda chain with boundary terms. This is achieved using the factorized form of the Lax matrix and gauge equivalence with the XYZ chain.

Related

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• Integrable XYZ Spin Chain with Boundaries
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• Integrable Models and the Toda Lattice Hierarchy
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