Pages that link to "Item:Q2496366"
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The following pages link to Fourier pseudospectral method with Kepler mapping for travelling waves with discontinuous slope: application to corner waves of the Ostrovsky-Hunter equation and equatorial Kelvin waves in the four-mode approximation (Q2496366):
Displaying 5 items.
- Why Newton's method is hard for travelling waves: small denominators, KAM theory, Arnold's linear Fourier problem, non-uniqueness, constraints and erratic failure (Q871062) (← links)
- An analytic approximation to the cardinal functions of Gaussian radial basis functions on an infinite lattice (Q1039690) (← links)
- A Legendre-pseudospectral method for computing travelling waves with corners (slope discontinuities) in one space dimension with application to Whitham's equation family (Q1401136) (← links)
- The cnoidal wave/corner wave/breaking wave scenario: a one-sided infinite-dimension bifurca\-tion (Q2486235) (← links)
- Fourier pseudospectral method with Kepler mapping for travelling waves with discontinuous slope: Application to corner waves of the Ostrovsky-Hunter equation and equatorial Kelvin waves in the four-mode approximation (Q2507982) (← links)
