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    SOLITON EQUATIONS AND THEIR ALGEBRO-GEOMETRIC SOLUTIONS - VOL. 2
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    528515

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    Sinopse

    As a partner to Volume 1: Dimensional Continuous Models, this monograph provides a self-contained introduction to algebro-geometric solutions of completely integrable, nonlinear, partial differential-difference equations, also known as soliton equations. The systems studied in this volume include the Toda lattice hierarchy, the Kac-van Moerbeke hierarchy, and the Ablowitz-Ladik hierarchy. An extensive treatment of the class of algebro-geometric solutions in the stationary as well as time-dependent contexts is provided. The theory presented includes trace formulas, algebro-geometric initial value problems, Baker-Akhiezer functions, and theta function representations of all relevant quantities involved. The book uses basic techniques from the theory of difference equations and spectral analysis, some elements of algebraic geometry and especially, the theory of compact Riemann surfaces. Presentation with ample background material provided in various appendices. Detailed notes for each chapter, together with an exhaustive bibliography, enhance understanding of the main results.
    Contents: Acknowledgments; Introduction; 1. The Toda hierarchy; 2. The Kac-van Moerbeke hierarchy; 3. The Ablowitz-Ladik hierarchy; A. Algebraic Curves and Their Theta Functions in a Nutshell; B. Hyperelliptic Curves of the Toda-Type; C. Asymptotic Spectral Parameter Expansions; D. Lagrange Interpolation; List of Symbols; Bibliography; Index; Errata and Addenda for Volume I.
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    ISBN9780521753081
    Peso500g
    Livro disponível - pronta entregaNão
    Tipo itemLivro Importado
    Número de páginas448
    Número da edição1ª EDIÇÃO - 2008
    Código Interno528515
    Código de barras9780521753081
    AcabamentoHARDCOVER
    AutorGESZTESY, FRITZ
    EditoraCAMBRIDGE UNIVERSITY PRESS
    Sob encomendaSim

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