Approximate Symmetry Reduction Approach: Infinite Series Reductions to the KdV-Burgers Equation

Articles in the same Issue

1. Computing the Fourier Transform via Homotopy Perturbation Method
2. Approximate Symmetry Reduction Approach: Infinite Series Reductions to the KdV-Burgers Equation
3. Application of the Homotopy Analysis Method for Solving Equal-Width Wave and Modified Equal-Width Wave Equations
4. A Generalized (G'/G)-Expansion Method for the Nonlinear Schrödinger Equation with Variable Coefficients
5. A Direct Transformation Method and its Application to Variable Coefficient Nonlinear Equations of Schrödinger Type
6. New Solitary Wave Solution for the Boussinesq Wave Equation Using the Semi-Inverse Method and the Exp-Function Method
7. Peristaltic Flow of a Jeffrey Fluid with Variable Viscosity in an Asymmetric Channel
8. The Curie Temperature of the Ferroelectric Superlattice Films with Surface Modification
9. The Temperature Effects on the Coherent Structures Induced by the Modulational Instability in Photovoltaic Photorefractive Crystal Circuit
10. Chemical Transformation of Crystalline Hafnium Tetrafluoride Studied by Perturbed Angular Correlation Spectroscopy
11. Molecular Structure, Vibrational Spectra and Chemical Shift Properties of C₁₂H₉ClO₄ and C₁₂H₉BrO₄ Crystals by Density Functional Theory and ab initio Hartree-Fock Calculations
12. Surface Magnetic Effects in an Alternating Superlattice
13. Study of Thermodynamic and Transport Properties of Glycine, Diglycine, and Triglycine in Aqueous Tartrazine at Different Temperatures
14. Ferromagnetic and Optical Properties of Partially Cu-Doped ZnO Films