Nonlinear Phenomena
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  • Broschiertes Buch

Produktdetails
  • Lecture Notes in Physics 189
  • Verlag: Springer / Springer, Berlin
  • Artikelnr. des Verlages: 978-3-540-12730-7
  • 1983
  • Seitenzahl: 472
  • Erscheinungstermin: 1. September 1983
  • Englisch
  • Abmessung: 244mm x 170mm x 25mm
  • Gewicht: 806g
  • ISBN-13: 9783540127307
  • ISBN-10: 3540127305
  • Artikelnr.: 41201310
Inhaltsangabe
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.