Completely integrable: Difference between revisions

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* [[Wave maps equation on R|One-dimensional wave maps]]
* [[Wave maps equation on R|One-dimensional wave maps]]


[[Category:Concepts]]
[[Category:Concept]]

Revision as of 16:47, 30 July 2006

A few nonlinear dispersive and wave equations are lucky enough to be completely integrable. This means in particular that they enjoy infinitely many conservation laws, and can often be solved by inverse scattering techniques.

List of completely integrable nonlinear dispersive and wave equations