THE ADMB-KDV EQUATION IN ANISOTROPIC SOBOLEV SPACES
. Considered herein is the anisotropic dissipation-modified Boussinesq-KdV equation which is a two-dimensional version of the KdV equation. It is established that the Cauchy problem associated to this equation is locally well-posed in anisotropic Sobolev
Amin Esfahani
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F-expansion method and new exact solutions of the Schrödinger-KdV equation. [PDF]
Filiz A, Ekici M, Sonmezoglu A.
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Abundant different types of soliton solutions for fractional modified KdV equation using auxiliary equation method. [PDF]
Hussain A +5 more
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Modulation instability, bifurcation analysis, and ion-acoustic wave solutions of generalized perturbed KdV equation with M-fractional derivative. [PDF]
Alaoui MK +5 more
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Solitary Wave Solutions of the Variable Coefficient KdV Burgers Equation
In this paper, we nd exact solitary wave solutions for the variablecoefficient KdV Burgers equation of the form ut+uux+f(t)uxx+g(t)uxxx = 0. We construct a transformation of variables which is applied in order to obtain a constant coefficient KdV Burgers
Senthilkumaran, M.
core
Quasi-integrability from [Formula: see text]-symmetry. [PDF]
Abhinav K, Guha P, Mukherjee I.
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The Tantawy technique for modeling fractional KdV and mKdV positron-acoustic solitary waves in an electron-positron-ion plasma with regularized [Formula: see text] distribution. [PDF]
El-Tantawy SA +4 more
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New analytical wave solutions for the gardner equation via the Riccati-modified extended simple equation method. [PDF]
Jawarneh Y +5 more
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Innovative Aboodh-based gractional analytical methods for nonlinear Burgers' partial differential equations. [PDF]
Iqbal N +6 more
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Energy Dynamics of Long-Wave Low-Amplitude Disturbances in an Anharmonic One-Dimensional Lattice. [PDF]
Shcherbinin S, Baimova J, Krivtsov A.
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