Dirac Structures and Integrability of Nonlinear Evolution Equations (Nonlinear Science: Theory and Applications) by Irene Dorfman (PDF)

Description

This monograph introduces the reader to infinite-dimensional Hamiltonian theory and applies it to the integrability of evolution equations. It builds a theory of Hamiltonian structures appropriate for dynamical systems with both finite and infinite dimensional phase space.

User’s Reviews

Product description From the Publisher 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. 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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