K. A. Gepreel. A generalized -expansion method to find the traveling wave solutions of nonlinear evolution equations. Journal of Partial Differential Equations, 2011, 24(1): 55-69.

RLW-Burgers方程的新显式行波解
New Explicit Traveling Wave Solutions of RLW-Burgers Equation

王鑫    国家自然科学基金支持

应用数学进展Vol.6 No.4, 全文下载: PDF HTML XML DOI:10.12677/AAM.2017.64072, July 27 2017

(1+1)维GSWW方程的新显式精确解
New Explicit Exact Solutions for the (1+1)-Dimensional Generalized Shallow Water Wave Equation

王鑫    国家自然科学基金支持

应用数学进展Vol.6 No.6, 全文下载: PDF HTML XML DOI:10.12677/AAM.2017.66095, September 30 2017

广义Fornberg-Whitham方程的某些非线性波解
Some Nonlinear Wave Solutions for the Generalized Fornberg-Whitham Equation

朱 贇, 刘 锐    科研立项经费支持

应用数学进展Vol.9 No.9, 全文下载: PDF HTML XML DOI:10.12677/AAM.2020.99187, September 25 2020

(3+1)维KP-Boussinesq和BKP-Boussinesq方程的精确行波解
Exact Traveling Wave Solutions and Bifurcation for (3+1) Dimensional KP-Boussinesq and BKP-Boussinesq Equations

刘明欢, 郑远广    国家自然科学基金支持

应用数学进展Vol.11 No.8, 全文下载: PDF HTML XML DOI:10.12677/AAM.2022.118534, August 4 2022

(2 + 1)维空时分数阶Ablowitz-Kaup-Newell-Segur方程的新精确解的构建
Construction of the New Exact Solutions for the Space-Time Fractional (2 + 1)-Dimensional Ablowitz-Kaup-Newell-Segur Equation

黄 春   

理论数学Vol.14 No.10, 全文下载: PDF XML DOI:10.12677/pm.2024.1410346, October 15 2024

一类扰动的Degasperis-Procesi方程行波解的存在性研究
Study on the Existence of Traveling Wave Solutions for a Class of Perturbed Degasperis-Procesi Equations

李 静    科研立项经费支持

理论数学Vol.14 No.12, 全文下载: PDF XML DOI:10.12677/pm.2024.1412402, December 11 2024