Perturbation theory in periodic problems for two-dimensional integrable systems
Author(s)
Bibliographic Information
Perturbation theory in periodic problems for two-dimensional integrable systems
（Soviet scientific reviews, sec. C . Mathematical physics reviews ; v. 9,
Harwood Academic Pub., c1992
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Peturbation theory in periodic problems for two-dimensional integrable systems
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Note
Bibliography: p. 99-101
Includes index
Description and Table of Contents
Description
This book develops the perturbation theory of finite-zone solutions of two-dimensional integrable equations. As a special case, the theory of perturbations of finite-zone solutions of one-dimensional evolution equations of the Lax type (the Korteweg-de Vries and Sine-Gordon equations) is considered. The spectral theory of two-dimensional periodic operators is surveyed.
Table of Contents
- Perturbation theory of finite-zone solutions of evolution lax-type equations
- spectral theory of non-stationary Schrodinger equations
- periodic problem for Kadomtsev-Petviashvili-type equations
- spectral theory of two-dimensional periodic Schroedinger operators.
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