Search
 
Home| Join Our Mailing List| New Reviews| New Titles
Editor's Choice| Bestsellers| Textbooks| Book Series| Study Guides| E-Catalogues
  PHYSICS
  Accelerator Physics/
Experimental Physics

Applied Physics
Astrophysics/ Astronomy/
Cosmology

Atomic Physics/ Molecular
Physics

Biophysics
Classical Mechanics/
Electrodynamics

Computational Physics
Condensed Matter Physics
General Physics
Geophysics
High Energy Physics/ Particle
Physics

Laser Physics/ Optical Physics
Mathematical Physics/
Theoretical Physics

Nuclear Physics/ Plasma
Physics

Quantum Physics
Statistical Physics
New Titles
August Bestsellers
Editor's Choice
Nobel Lectures in Physics
Textbooks
Recent Reviews
Book Series
Related Journals
  • Biophysical Reviews and Letters (BRL)
  • International Journal of Quantum Information (IJQI)
  • Modern Physics Letters A (MPLA)
  • Request for related catalogues
     
      PRODUCTS
      Journals
    eBooks
    Journals Archives
    eProceedings
     
      RESOURCES
      For Librarians
    For Authors
    For Booksellers
    For Translation Rights About Us
    Contact Us
    How to Order News
    Inspection Copy
     

    INTEGRABLE MODELS

    by Ashok Das (Univ. of Rochester)

     
    Contents:
    • The Korteweg-De Vries Equation
    • Properties of the KDV Solutions
    • Integrability of the KDV Equation
    • Initial Value Problem for the KDV Equation
    • Inverse Scattering Theory
    • The Lax Method
    • More on KDV
    • Multi-Soliton Solutions
    • Geometrical Approach to Integrable Models
    • The Toda Lattice
    • Group Theoretical Approach to the Toda Lattice
    • Zakharov-Shabat Formulation
    • The Zero Curvature Method
    • Quantum Integrability
     
    Readership: High energy physicists.
     
    Professor A Das has the enviable reputation of being one of the best teachers at the Department of Physics of the University of Rochester. He always gives clear, concise, and incisive lectures and seminars. His previous book on Quantum Mechanics based upon his lectures (jointly written with Prof A C Melissinos) has received many good reviews from several physicists, notably Professor T D Lee of Columbia University. His current lecture notes on the soliton and integrable models does not betray our expectation and gives equally well a clear presentation of the KdV equation and related topics in a similarly well organized fashion in spite of its harder subject matter. Although there are many books on this important topic, the materials in this lecture notes are more up-to-date, with many subjects not readily found in other books. His style is lucid, and almost enjoyable to read. More importantly, he explains difficult subjects such as inverse scattering method in a clear and easily digestible way. I can recommend the book strongly to any one interested in the subject.
    S Okubo

     
    “… very successful in covering the theory of solitons … remarkable for its lucid exposition of fairly complicated subjects and for not avoiding a number of computations that many other books omit … an excellent introduction to the theory of solitons for nonspecialists, as well as a good resource book for researchers on the subject.”
    J P Zubelli
    Mathematics Abstracts
     
    356pp    Pub. date: Apr 1989  
    ISBN:   978-9971-5-0910-1
    9971-5-0910-5
       US$77 / £58

     


    356pp    Pub. date: Apr 1989  
    ISBN:   978-9971-5-0911-8(pbk)
    9971-5-0911-3(pbk)
       US$40 / £30

     


    356pp    Pub. date: Apr 1989  
    ISBN:   978-981-279-920-3(ebook)
    981-279-920-6(ebook)
       US$101 / £N/A

     


     

    Imperial College Press  |  Global Publishing  |  Asia-Pacific Biotech News  |  Innovation Magazine
    Labcreations Co  |  Meeting Matters  |  National Academies Press

    Copyright © 2009 World Scientific Publishing Co. All rights reserved.
    Updated on 20 November 2009