Dirac Structures and Integrability of Nonlinear Evolution Equations

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Fuchssteiner, Phys.

Nonlinear evolution equation

A, 86 , — Fokas and P. Santini, Stud. Santini, A.


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Fokas, Commun. Fokas, P. Santini, Commun.

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Magri, C. Morosi, G. Tondo, , Commun. Dorfman and A.

ISBN 13: 9780471938934

Novikov, Funkts. Dubrovin, Funkts. Its and V. Matveev, Teor. McKean and F. Bourbaki — , p. Faddeev and L. Sato and Y. Fujita, P. Lax, and G. Strang, North Holland, Tokyo Segal and G. Gervais and A. Neveu, Nuc. B , 59 ; B , Fateev and A. Zamolodchikov, Nucl. B , Fokas and Y. Fokas, G.


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    [] An integrable evolution equation in geometry

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    Lec 27 - MIT 18.03 Differential Equations, Spring 2006

    Popular Features. New Releases. Description An introduction to the area for non-specialists with an original approach to the mathematical basis of one of the hottest research topics in nonlinear science.

    6. Dorfman I.Ya., Dirac structures and integrability of nonlinear evolution equations, Nonlinear

    Deals with specific aspects of Hamiltonian theory of systems with finite or infinite dimensional phase spaces. Emphasizes systems which occur in soliton theory. Outlines current work in the Hamiltonian theory of evolution equations.


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