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Cited article:
M. Ehrnström, H. Kalisch
Math. Model. Nat. Phenom., 8 5 (2013) 13-30
Published online: 2013-09-17
This article has been cited by the following article(s):
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DOI: 10.1007/978-3-319-12547-3_3
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Jared C. Bronski, Vera Mikyoung Hur and Mathew A. Johnson
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Christian Klein, Felipe Linares, Didier Pilod and Jean-Claude Saut
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Stability of traveling wave solutions to the Whitham equation
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The Whitham equation for hydroelastic waves
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A note on well-posedness of bidirectional Whitham equation
Long Pei and Yuexun Wang
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Existence of solitary-wave solutions to nonlocal equations
Mathias Nikolai Arnesen
Discrete and Continuous Dynamical Systems 36 (7) 3483 (2016)
DOI: 10.3934/dcds.2016.36.3483
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The Whitham equation with surface tension
Evgueni Dinvay, Daulet Moldabayev, Denys Dutykh and Henrik Kalisch
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Filippo Remonato and Henrik Kalisch
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On periodic solutions of interfacial waves of finite amplitude
Y. Mark and T. Miloh
European Journal of Mechanics - B/Fluids 49 58 (2015)
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The Whitham Equation as a model for surface water waves
Daulet Moldabayev, Henrik Kalisch and Denys Dutykh
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Numerical Bifurcation and Spectral Stability of Wavetrains in Bidirectional Whitham Models
Kyle M. Claassen and Mathew A. Johnson
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Solitary waves in dispersive evolution equations of Whitham type with nonlinearities of mild regularity
Fredrik Hildrum
Nonlinearity 33 (4) 1594 (2020)
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Modulational instability in the Whitham equation with surface tension and vorticity
Vera Mikyoung Hur and Mathew A. Johnson
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Fully dispersive models for moving loads on ice sheets
E. Dinvay, H. Kalisch and E. I. Părău
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DOI: 10.1017/jfm.2019.530
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Existence of a Highest Wave in a Fully Dispersive Two-Way Shallow Water Model
Mats Ehrnström, Mathew A. Johnson and Kyle M. Claassen
Archive for Rational Mechanics and Analysis 231 (3) 1635 (2019)
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Generalized solitary waves in the gravity‐capillary Whitham equation
Mathew A. Johnson and J. Douglas Wright
Studies in Applied Mathematics 144 (1) 102 (2020)
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Long wave dynamics for a liquid CO2 lake in the deep ocean
Krister J. Trandal and Henrik Kalisch
Applied Numerical Mathematics 141 144 (2019)
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A comparative study of bi-directional Whitham systems
Evgueni Dinvay, Denys Dutykh and Henrik Kalisch
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Linear Instability and Uniqueness of the Peaked Periodic Wave in the Reduced Ostrovsky Equation
Anna Geyer and D. Pelinovsky
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On Whitham's conjecture of a highest cusped wave for a nonlocal dispersive equation
Mats Ehrnström and Erik Wahlén
Annales de l'Institut Henri Poincaré C, Analyse non linéaire (2019)
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Stability of periodic progressive gravity wave solutions of the Whitham equation in the presence of vorticity
C. Kharif, M. Abid, J.D. Carter and H. Kalisch
Physics Letters A 384 (2) 126060 (2020)
DOI: 10.1016/j.physleta.2019.126060
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A numerical study of the Whitham equation as a model for steady surface water waves
Handan Borluk, Henrik Kalisch and David P. Nicholls
Journal of Computational and Applied Mathematics 296 293 (2016)
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On the Bifurcation Diagram of the Capillary–Gravity Whitham Equation
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Small Amplitude Traveling Waves in the Full-Dispersion Whitham Equation
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