Evolution equations and lagrangian coordinates 进化方程拉格郞日坐标
damage evolution equations 损伤演化方程
density evolution equations 密度演化方法
reduced evolution equations 约化方程
third-order evolution equations 三阶演化方程
nonlinear coupled evolution equations 非线性耦合方程
Based on the idea of mathematics mechanization, in Chapter 3, we firstly present the threeRiccati equation expansion method, then improve it to uniformly construct the exact solutionsof nonlinear evolution equations.
第三章基于将非线性发展方程精确求解代数化，算法化，机械化的指导思想和AC=BD理论，针对行波解的计算问题，首先提出了三Riccati方程展开法，并将其进一步推广。
参考来源 - 非线性偏微分方程求解和对称约化·2,447,543篇论文数据，部分数据来源于NoteExpress
This approach can also be applied to other nonlinear evolution equations.
这个方法也可以被应用到其他的非线性演化方程。
It indicates that the method is also suitable for solving other nonlinear evolution equations.
这种方法也同样适用于求解其它非线性波动方程。
Many interesting nonlinear evolution equations have been shown to be related to motions of curves.
许多有意思的非线性演化方程都与曲线运动有着密切的关系。
应用推荐