Titlebook: Important Developments in Soliton Theory; A. S. Fokas,V. E. Zakharov Book 1993 Springer-Verlag Berlin Heidelberg 1993 Eigenvalue.Hamiltoni

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P. G. Grinevich,A. Yu. Orlov,E. I. Schulmanleft their ivory tower perches to serve in the rapidly expanding national security apparatus, studying everything from allies to enemies, from cultures to economies, from soldiers to statesmen. With breathless enthusiasm about their contributions to the victory over the Axis powers—contributions tha

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H. P. McKeanleft their ivory tower perches to serve in the rapidly expanding national security apparatus, studying everything from allies to enemies, from cultures to economies, from soldiers to statesmen. With breathless enthusiasm about their contributions to the victory over the Axis powers—contributions tha

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Introduction the best studied such behaviors arising in a variety of physically important equations. This book contains some of the most important developments in the theory of integrable equations that occurred in the last decade.

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The Inverse Spectral Method on the Plane was discovered in 1967 [.] in connection with the Korteweg-deVries (KdV) equation, and is usually referred to as the inverse spectral method or the inverse scattering transform method. This method reduces the solution of the Cauchy problem to the solution of an inverse scattering problem for an ass

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Integrable Singular Integral Evolution Equations a simple mathematical model combining the breaking term uu. of shallow water theory with a linear dispersion . [.]. As observed in [.],[.], in a fluid of total depth . characterized by a thin termocline located at depth d and in a long wave regime, the dispersion takes the form [4] .and gives rise

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