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Solitons and the Inverse Scattering Transform. By MARK J. ABLOWITZ and HARVEY SEGUR. SLAM, 1981. + 426 pp. $54.50.

Published online by Cambridge University Press:  20 April 2006

John W. Miles
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Information
Journal of Fluid Mechanics , Volume 127 , February 1983 , pp. 564 - 566
Copyright
© 1983 Cambridge University Press

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References

Bullough, R. K. & Caudrey, P. J. (eds) 1980 Solitons. Topics in Current Physics, vol. 17. Springer.
Calogero, F. & Degasperis, A. 1982 Spectral Transforms and Solitons: Tools to Solve and Iniiestigate Nonlinear Evolution Equations. Studies in Mathematics and Applications, vol. 13. North-Holland (announced by publisher but not available as of September 1982).
Eckhaus, W. & van Harten, A. 1981 The Inverse Scattering Transformation and the Theory of Solitons. North-Holland.
Eilenberger, G. 1981 Solitons: Mathematical Methods for Physicists. Springer.
Flaschka, H. & McLaughlin, D. W. (eds 1978 Papers presented at a Conference on the Theory and Application of Solitons (Tucson, 1976). Rocky Mountain J . Math. 8, 1–428.
Lamb, Jr., G. L. 1980 Elements of Soliton Theory. Wiley.
Lonngren, K. & Scott, A. (eds) 1980 Solitons in Action. Academic.
Makhankov, V. G. 1978 Dynamics of classical solitons (in non-integrable systems). Phys. Rep.
Miura, R. M. 1976 The Korteweg-de Vries equation: a survey of results. SIAM Rev. 18, 412–459.Google Scholar
Scott, A. C., Chu, F. Y. F. & McLaughlin, D. W. 1973 The soliton: a new concept in applied science. Proc. IEEE 61, 1443–1483.Google Scholar
Zhakharov, V. E., Manakov, S. V., Novikov, S. P. & Pitayevsky, L. P. 1980 Theory of Solitons. The Method of the Inzierse Scattering Problem (in Russian). Nauka (cited by Ablowitz & Segur).