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Dynamical Problems in Soliton Systems
Proceedings of the Seventh Kyoto Summer Institute, Kyoto, Japan, August 27–31, 1984
herausgegeben von Shozo TakenoInhaltsverzeichnis
- I Mathematical Theory of Solitons.
- Some Aspects of Soliton Dynamics.
- Approximations for the Inverse Scattering Transform.
- Hamiltonian Structures of Soliton Equations via Constrained Variational Calculus.
- Perturbative Studies of the Zakharov-Shabat Scattering Problem.
- The Zabolotskaya-Khokhlov Equation and the Inverse Scattering Problem of Classical Mechanics.
- Fundamental Properties of the Binary Operators in Soliton Theory and Their Generalization.
- On an Exactly Solvable Nonlinear Diffusion Equation.
- Hirota’s Method and the Painlevé Property.
- A New Approach to Completely Integrable Partial Differential Equations by Means of the Singularity Analysis.
- II Field Theory and Statistical Mechanics of Solitons.
- Quantum Inverse Scattering Method.
- Yang-Baxter Algebras and Integrable Models in Field Theory and Statistical Mechanics.
- Solitons in the Quantum Toda Lattice.
- Recent Progress in Quantum Inverse Scattering Method — Baxter Hierarchy and Its Applications.
- Quantum Three Wave Interaction Models: Bethe Ansatz and Statistical Mechanics.
- Quantum and Classical Statistical Mechanics of the Non-Linear Schrödinger, Sinh-Gordon and Sine-Gordon Equations.
- Classical Statistical Mechanics of Ìntegrable Systems.
- Correlation Functions of the Non-Ideal Gas of Sine-Gordon Solitons.
- Classical Solutions for the Grassmannian Sigma Models and Their Supersymmetric Versions.
- Einstein Equations, Non-Linear Sigma Models and Self-Dual Yang-Mills Theory.
- III Solitons in Plasma Physics and Hydrodynamics.
- Soliton Resonance in Plasmas.
- Equilibrium Solutions in a Nonlinear Dispersive System with Instability and Damping.
- Exact Solutions of Two-Dimensional Vortex Systems in Statistical Equilibrium.
- Regular and Chaotic Motion of Two-Dimensional Point Vortices.
- Explode-DecaySolitons.
- IV Solitons in Condensed Matter Physics.
- A Field Theorist’s View of Conducting Polymers: Solitons in Polyacetylene and Related Systems.
- Soliton, Polaron, Phonons in Polyacetylene and Their Interactions.
- Soliton-like Excitations and Their Interactions in the Continuum Model of Polyacetylene.
- Lattice Relaxation Theory of Soliton and Polaron Generation in Polyacetylene.
- Breathers in the PPP Model of Polyacetylene.
- On the Nonlinear Excitations in One-Dimensional Uniaxial Anisotropic Heisenberg Ferromagnetic Spin Chain in External Magnetic Fields.
- V Solitons in Biological Systems.
- Solitons and Excitons in Quasi-One-Dimensional Systems.
- Biological Solitons.
- Experiments for the Detection of Solitons in Biopolymers.
- Solitary Excitations in DNA Double Helices.
- VI Solitons and Chaos.
- Pattern Selection and Low-Dimensional Chaos in Systems of Coupled Nonlinear Oscillators.
- Solitons and Chaos in the Sine-Gordon System.
- Soliton Propagation Properties in a Josephson Transmission Line.
- A Soliton as an Attractor of a Driven Damped Nonlinear Schrödinger Equation.
- Kinks and Spatially Complex Behavior in One-Dimensional Coupled Map Lattices.
- Photograph of the Participants of the Seminar.
- Index of Contributors.