MASTER SYMMETRIES AND BI-HAMILTONIAN STRUCTURES FOR THE RELATIVISTIC TODA LATTICE

摘要

We define a bi-Hamiltonian formulation for the relativistic Toda lattice with a recursion operator on R-2n. We use a theorem by W Oevel to generate higher order Poisson tensors and master symmetries for the relativistic Toda lattice. These Poisson tensors and master symmetries reduce to R2n-1. [References: 13]