Other equations: Difference between revisions
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Besides the "big three" of [[Wave equations|nonlinear wave equations]], [[Schrodinger equations|nonlinear Schrodinger equations]], and [[KdV equations|KdV-type equations]], there are a number of other nonlinear dispersive and wave equations of interest: | Besides the "big three" of [[Wave equations|nonlinear wave equations]], [[Schrodinger equations|nonlinear Schrodinger equations]], and [[KdV equations|KdV-type equations]], there are a number of other nonlinear dispersive and wave equations of interest: | ||
* The [[ | * The [[Ginsberg-Landau-Schrodinger equation]] | ||
* The [[Benjamin-Ono equation]] | * The [[Benjamin-Ono equation]] | ||
* The [[Vlasov-Maxwell equation]] | * The [[Vlasov-Maxwell equation]] | ||
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* The [[nonlinear Schrodinger-Airy system]] | * The [[nonlinear Schrodinger-Airy system]] | ||
* [[Higher-order dispersive systems]] (e.g. the [[KdV hierarchy]]) | * [[Higher-order dispersive systems]] (e.g. the [[KdV hierarchy]]) | ||
[[Category:Equations]] | [[Category:Equations]] | ||
Latest revision as of 14:27, 9 August 2006
Besides the "big three" of nonlinear wave equations, nonlinear Schrodinger equations, and KdV-type equations, there are a number of other nonlinear dispersive and wave equations of interest:
- The Ginsberg-Landau-Schrodinger equation
- The Benjamin-Ono equation
- The Vlasov-Maxwell equation
- The Kadomtsev-Petviashvili equations (KP-I and KP-II)
- Wave-Schrodinger systems (Zakharov, Klein-Gordon-Zakharov, Ishimori, Davey-Stewartson, Yukawa, etc.)
- The nonlinear Schrodinger-Airy system
- Higher-order dispersive systems (e.g. the KdV hierarchy)
