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- Peakon abstract "In the theory of integrable systems, a peakon ("peaked soliton") is a soliton with discontinuous first derivative; the wave profile is shaped like the graph of the function . Some examples of non-linear partial differential equations with (multi-)peakon solutions are the Camassa–Holm shallow water wave equation, the Degasperis–Procesi equation and the Fornberg–Whitham equation.Since peakon solutions are only piecewise differentiable, they must be interpreted in a suitable weak sense.The concept was introduced in 1993 by Camassa and Holm in the short but much cited paper where they derived their shallow water equation.".
- Peakon wikiPageID "16866923".
- Peakon wikiPageRevisionID "513846846".
- Peakon hasPhotoCollection Peakon.
- Peakon subject Category:Solitons.
- Peakon type Abstraction100002137.
- Peakon type Event100029378.
- Peakon type Happening107283608.
- Peakon type Movement107309781.
- Peakon type PsychologicalFeature100023100.
- Peakon type Soliton107346344.
- Peakon type Solitons.
- Peakon type TravelingWave107347051.
- Peakon type Wave107345593.
- Peakon type YagoPermanentlyLocatedEntity.
- Peakon comment "In the theory of integrable systems, a peakon ("peaked soliton") is a soliton with discontinuous first derivative; the wave profile is shaped like the graph of the function .".
- Peakon label "Peakon".
- Peakon sameAs m.0408z2g.
- Peakon sameAs Q7157892.
- Peakon sameAs Q7157892.
- Peakon sameAs Peakon.
- Peakon wasDerivedFrom Peakon?oldid=513846846.
- Peakon isPrimaryTopicOf Peakon.