Volume preserving multidimensional integrable systems and Nambu-Poisson Geometry

Details Volume preserving multidimensional integrable systems and Nambu-Poisson Geometry Volume preserving multidimensional integrable systems and Nambu-Poisson Geometry

1998-07-17

arxiv.org/abs/math-ph/9807018v1

Physics

Mathematical Physics

15 pages, Latex

Scientific paper

In this paper we study generalized classes of volume preserving multidimensional integrable systems via Nambu-Poisson mechanics. These integrable systems belong to the same class of dispersionless KP type equation. Hence they bear a close resemblance to the self dual Einstein equation. Recently Takasaki-Takebe provided the twistor construction of dispersionless KP and dToda type equations by using the Gindikin's pencil of two forms. In this paper we generalize this twistor construction to our systems.

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