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Nonlinear Evolution Equations and Dynamical Systems cover

NEEDs '92 was held in Dubna, Russia in July 1992. This set of proceedings compiles the lectures and short contributions on the soliton theory and its applications presented during the conference. The topics covered included the most recent results on relevant problems of nonlinear evolution systems such as: Multidimensional Integrable Systems, Geometric and Algebraic Methods, Painleve Property, Lie-Backlund Symmetries, Spectral Methods, Solitons and Coherent Structures, Computational Methods, Quantum Field and String Theories, Nonlinear Optics and Hydrodynamics, Condensed Matter etc. The extent of coverage for these important topics makes this book useful, informative and insighful for the mathematics and theoretical physics community, both the senior researches and those just entering the field.


Contents:
  • Multidimensional Topological Magnetics Admitting Bilinear Representation (L Martina et al.)
  • The 2+1 Dimensional Integrable Sine-Gordon Equation (V G Dubrovsky & B G Konopelchenko)
  • On Exact Solutions for Some Integrable Nonlinear Equations of the Schröinger Type (V G Makhankov)
  • Integrability for Algebraic Equations, Functional Equations and Cellular Automata (P M Santini)
  • On a Direct Connection of Symmetries and Virasoro Action (R Carroll)
  • Generalized Schwarzian KdV Equations (A P Fordy)
  • Identity of Fuchs Indices and Painlevé Resonances: New No–Log Conditions (R Conte et al.)
  • Simple Semiclassical Approach to Quantum 1-D Antiferromagnetism (B A Ivanov & A K Kolezhuk)
  • and other papers

Readership: Applied mathematicians, condensed matter physicists and mathematical physicists.