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Wavelet-Based Numerical Scheme Compared with VIM for Solving Kawahara Equation
Geometry Integrability and Quantization, 2019This paper aims to introduce a comparison of variation iteration method and wavelet basis method for the numerical solution of the Kawahara equation. Test problem is used to compare between the two methods.
Kamel Al-khaled
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Mini-Workshop: Reflectionless Operators: The Deift and Simon Conjectures
Oberwolfach Reports, 2018Reflectionless operators in one dimension are particularly amenable to inverse scattering and are intimately related to integrable systems like KdV and Toda.
David Damanik +2 more
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Lump Solutions of the Modified Kadomtsev-Petviashvili-I Equation
, 2020X. Yong, Yuning Chen, Yehui Huang, W. Ma
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Local Discontinuous Galerkin Methods for the Degasperis-Procesi Equation
, 2011Yan Xu, Chi-Wang Shu
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Nonlinear equations in soliton physics and operator ideals
, 1999B. Carl, C. Schiebold
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Classification of Integrable One‐Component Systems on Associative Algebras
, 2000P. Olver, Jing Ping Wang
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Legendre Pseudospectral Approximation of Boussinesq Systems and Applications to Wave Breaking
, 2016Magnar Bjørkavûag +3 more
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Fast Solver for the Local Discontinuous Galerkin Discretization of the KdV Type Equations
, 2015Ruihan Guo, Yan Xu
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