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Nonlinear Phenomena [electronic resource] : Proceedings of the CIFMO School and Workshop held at Oaxtepec, México November 29 – December 17, 1982 / edited by K. B. Wolf.

Contributor(s): Material type: TextTextSeries: Lecture Notes in Physics ; 189Publisher: Berlin, Heidelberg : Springer Berlin Heidelberg, 1983Description: XII, 457 p. 19 illus. online resourceContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9783540387213
Subject(s): Additional physical formats: Printed edition:: No titleDDC classification:
  • 530.1 23
LOC classification:
  • QC19.2-20.85
Online resources:
Contents:
Comments on the inverse scattering transform and related nonlinear evolution equations -- The geometry of complex self-dual Einstein spaces -- Integrable dynamical systems and related mathematical results -- Chiral fields, self-dual Yang-Mills fields as integrable systems, and the role of the Kae-Moody algebra -- The homogeneous hilbert problem, the Geroch conjecture, and a new nine-parameter solution of the Einstein-Maxwell equations -- The inverse scattering transform for multidimensional (2+1) problems -- The technique of variable separation for partial differential equations -- Collectivity and geometry -- Some physical applications of solitons -- Solition models of long internal waves -- Wobbling kinks in ? 4 and sine-Gordon theory -- Lie groups and solutions of nonlinear differential equations -- Symmetry reduction for nonlinear partial differential equations -- Energy transport in an inhomogeneous Heisenberg ferromagnetic chain -- Bäcklund transformations in general relativity -- A prolongation structure for a generalization of the classical massive thirring model -- Atomic nuclei as solitons -- Integrability in dynamical systems and the Painlevé property -- Criteria for the existence of Bäcklund transformations -- The “Weak Painlevé” property and integrability of two-dimensional Hamiltonian systems -- On the Zakharov equations in one dimension -- Infinity manifolds on energy levels for celestial mechanics -- Order in the Chaotic region -- Painlevé Ping-Pong P3-P5 -- Chaotic evolution of a system of weakly interacting ocean waves -- Preliminary observations of large amplitude tidal internal waves near the Strait of Messina -- Lie series and Riccati equations -- Linear and nonlinear differential equations as invariants on coset bundles.
In: Springer eBooks
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Comments on the inverse scattering transform and related nonlinear evolution equations -- The geometry of complex self-dual Einstein spaces -- Integrable dynamical systems and related mathematical results -- Chiral fields, self-dual Yang-Mills fields as integrable systems, and the role of the Kae-Moody algebra -- The homogeneous hilbert problem, the Geroch conjecture, and a new nine-parameter solution of the Einstein-Maxwell equations -- The inverse scattering transform for multidimensional (2+1) problems -- The technique of variable separation for partial differential equations -- Collectivity and geometry -- Some physical applications of solitons -- Solition models of long internal waves -- Wobbling kinks in ? 4 and sine-Gordon theory -- Lie groups and solutions of nonlinear differential equations -- Symmetry reduction for nonlinear partial differential equations -- Energy transport in an inhomogeneous Heisenberg ferromagnetic chain -- Bäcklund transformations in general relativity -- A prolongation structure for a generalization of the classical massive thirring model -- Atomic nuclei as solitons -- Integrability in dynamical systems and the Painlevé property -- Criteria for the existence of Bäcklund transformations -- The “Weak Painlevé” property and integrability of two-dimensional Hamiltonian systems -- On the Zakharov equations in one dimension -- Infinity manifolds on energy levels for celestial mechanics -- Order in the Chaotic region -- Painlevé Ping-Pong P3-P5 -- Chaotic evolution of a system of weakly interacting ocean waves -- Preliminary observations of large amplitude tidal internal waves near the Strait of Messina -- Lie series and Riccati equations -- Linear and nonlinear differential equations as invariants on coset bundles.

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