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paretofrontier_branch2
- 非支配解的快速求解方法，利用两个比较，去掉被支配的解-Rapid method of non dominated solution, using two comparison, remove be dominated
mittag-leffter-function
- 用mittaga-leffter函数求解分数阶微分方程. copyright：Igor Podlubny-Solution of fractional differential equation using mittaga- leffter function. copyright: Igor Podlubny
one-dimensionalheat-
- 用有限差分法解决，一维非稳态导热的数值解法。-Finite difference method to solve one-dimensional numerical solution of unsteady heat conduction.
ordinary-differential-equation
- 本次课程设计中，主要讨论了常微分方程的初值问题数值解法。文章主要分3大块，分别是：1.简单介绍几种常微分方程的初值问题数值解的求法，给出其算法流程图和相应matlab程序。2.通过运用典型的数值解法如Eulor方法，改进Eulor方法，Runge-Kutta方法求解具体常微分方程并分析对比方法收敛阶、稳定性。3.进一步去用以上三种方法求解Lotka-Volterra方程，分析食饵与捕食者模型，得出相关结论。-The curriculum design, focused on the numeri
Euler
- Euler 解常微分方程 MATLAB 仿真-Euler solution of ordinary differential equations MATLAB simulation
julei
- 这是遗传算法与模拟退火法相结合解决聚类问题的一个实用方法，具有较强的实用性-This is a genetic algorithm and simulated annealing Combination of a practical solution to the problem of clustering, with a strong practical
slacq
- 前项平滑技术,是空间普技术中解相干的一种重要方法 不错的-Smoothing techniques mentioned in the preceding paragraph, is space technology is an important method of coherent solution in good
Levenberg Marquardt
- 针对数据处理中，非光滑约束方程组的求解不具有全局收敛性的问题，结合光滑化技术设计了Levenberg Marquardt算法。(Aiming at the problem that the solution of nonsmooth constraint equations does not have global convergence in data processing, a Levenberg Marquardt algorithm is designed by combining sm
第16章 偏微分方程的数值解法
- 工程应用中的偏微分方程的数值解法，包括源代码和函数索引，用于matlab中PDE工具箱的学习(Numerical solution of partial differential equation in engineering application)