Why Are Certain Nonlinear PDEs Both Widely Applicable and Integrable?-Reference-Cited by-同舟云学术

Why Are Certain Nonlinear PDEs Both Widely Applicable and Integrable?

Published:1991 Issue: Volume: Page:1-62
ISSN:0940-2535
Container-title:What Is Integrability?
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Author:

Calogero F.

Publisher

Springer Berlin Heidelberg

Link

http://link.springer.com/content/pdf/10.1007/978-3-642-88703-1_1.pdf

Reference30 articles.

1. Galileo Galilei: Il Saggiatore, 1623; Opere di Galileo Galilei Vol. VI (Edizione nazionale, Barbèra, Firenze 1890–1909) [see p. 232].

2. F. Calogero, W. Eckhaus: “Nonlinear Evolution Equations, Rescalings, Model PDEs and Their Integrability. I”, Inverse Problems 3, 229–262 (1987).

3. F. Calogero, W. Eckhaus: “Nonlinear Evolution Equations, Rescalings, Model PDEs and Their Integrability. II”, Inverse Problems 4, 11–33 (1988).

4. F. Calogero, W. Eckhaus: “Necessary Conditions for Integrability of Nonlinear PDEs”, Inverse Problems 3, L27–L32 (1987).

5. F. Calogero, A. Degasperis: Spectral Transform and Solitons: Tools to Solve and Investigate Nonlinear Evolution Equations. I (North-Holland, Amsterdam 1982).

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