Chen, H.T., Yang, S.H. and Ma, W.X. (2013) Double sub-equation method for complexiton solutions of nonlinear partial differential equations. Applied Mathematics and Computation, 219, 4775-4781.

非线性梁振动偏微分方程求解的L-稳定方法
L-Stable Method for Solving Partial Differential Equations of Nonlinear Beam Vibration

尹延伟, 丁洁玉, 徐先宇    国家自然科学基金支持

应用数学进展Vol.11 No.1, 全文下载: PDF HTML XML DOI:10.12677/AAM.2022.111006, January 10 2022

新的双辅助微分方程展开法求色散水波方程的精确解
A New Double-Auxiliary Differential Equation Expansion Method for Exact Solutions of Dispersive Water Wave Equations

张 萍, 孙峪怀, 罗 缝   

应用数学进展Vol.9 No.3, 全文下载: PDF HTML XML DOI:10.12677/AAM.2020.93044, March 20 2020

偏微分方程的满足部分边界条件的解的多样性
The Diversity of Solutions Satisfied Partial Boundary Conditions for a Partial Differential Equation

李丹丹, 银 山    科研立项经费支持

应用数学进展Vol.7 No.5, 全文下载: PDF HTML XML DOI:10.12677/AAM.2018.75073, May 25 2018

基于首次积分法求解非线性薛定谔方程的精确解
Some New Exact Solutions for the Higher Order Nonlinear Schrodinger Equations Using the First Integral Method

张贝贝, 熊梅, 陈龙伟   

应用数学进展Vol.7 No.10, 全文下载: PDF HTML XML DOI:10.12677/AAM.2018.710146, October 22 2018

基于首次积分法求解两个非线性薛定谔方程的精确解
The First Integral Method for Solving Exact Solutions of Two Nonlinear Schrodinger Equations

张清梅, 熊梅, 陈龙伟   

应用数学进展Vol.7 No.7, 全文下载: PDF HTML XML DOI:10.12677/AAM.2018.77113, July 30 2018

一个非线性偏微分方程边值问题的对称约化及其数值解
Symmetry Reduction and Its Numerical Solution to the Boundary Value Problem of a Nonlinear Partial Differential Equation

韩雁清, 苏道毕力格    国家自然科学基金支持

应用数学进展Vol.5 No.3, 全文下载: PDF HTML XML DOI:10.12677/AAM.2016.53046, August 18 2016