Description of compatible differential-geometric Poisson brackets of the first order

Details Description of compatible differential-geometric Poisson brackets of the first order Description of compatible differential-geometric Poisson brackets of the first order

2004-12-21

arxiv.org/abs/nlin/0412054v1

Nonlinear Sciences

Exactly Solvable and Integrable Systems

to appear in Theoretical and Mathematical Physics

Scientific paper

Compatible local differential-geometric Poisson brackets of the first order (Dubrovin-Novikov type) are classified by solutions of modified Sinh-Gordon equation. It was proved by E.V. Ferapontov. In this paper integrable system describing compatible non-local differential-geometric Poisson brackets of the first order (Ferapontov type) is presented in case when one metric is flat and another one has co-dimension 1. This is a reduction of the Cherednik model (chiral fields).

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