Titlebook: Nonlinear Processes in Physics; Proceedings of the I A. S. Fokas,D. J. Kaup,V. E. Zakharov Conference proceedings 1993 Springer-Verlag Berl

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Real and Virtual Multidimensional Solitonsay a richer phenomenology than the one dimensional solitons. Different effects have been reported successively in a series of papers [5–8]. Some of them are due to the fact that the soliton solution is structurally unstable with respect to special choices of the parameters [6]. Also some quantum-lik

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Combining Dressing and Nonlocalityressing method. The nonlocality due to the integral terms leads us to introduce formal expansions in powers of an operator-valued spectral parameter which does not commute with the space-variable .. Results obtained by D.Lebedev, M.Olshanetsky, S.Pakuliak, A.Perelomov, P.M.Santini and the author. ar

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Initial Boundary-Value Problems for Soliton Equationsf-infinite line. This method yields the solution of a nonlinear equation in terms of the solution of two linear integral equations, whose analysis for large ., shows how the boundary conditions can generate solitons.

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0940-2535 d at the fourth Kiev workshop on Nonlinear and Turbulent Processes. The Chainnan of this workshop was V. Zakharov, who has also been a co-chainnan of all the pr978-3-642-77771-4978-3-642-77769-1Series ISSN 0940-2535

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n interdisciplinary approach, which would appeal to a broad readership from academe and industry alike, and a valuable guide for students and scholars of Political Science, Public Administration, Sociology, Gov978-981-13-5336-9978-981-10-5175-3

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A. B. Aceves,S. Wabnitzn interdisciplinary approach, which would appeal to a broad readership from academe and industry alike, and a valuable guide for students and scholars of Political Science, Public Administration, Sociology, Gov978-981-13-5336-9978-981-10-5175-3

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