资源列表
yichuanyouhuasuanfachengxu
- 遗传优化算法，能够实现自然数域内任意函数的极大值求解，效果很好。这是我的课程实验报告。-Genetic optimization algorithm, to achieve a natural function of the number of arbitrary region of great value to solve, very good. This is my experiment reports courses.
equation
- 求解方程根的函数和一些微分方程迭代的函数，包括：求实系数代数方程全部根的牛顿-下山法，全区间积分的定步长龙格-库塔法，积分一步的变步长龙格-库塔法，积分一步的变步长基尔方法，求实系数代数方程全部根的qr方法-Solving the root of the function equations and some differential equations iteration function, including: realistic coefficient algebraic equation
arithmetic
- 介绍一些常用的数值计算方法，包括用FFT计算离散傅立叶(Fourier)变换，kalman滤波，alpha-beida-ganma滤波-Some commonly used numerical methods, including FFT calculation of discrete Fourier (Fourier) transform, kalman filtering, alpha-beida-ganma filtering
SSTable
- 这是一个实现一种排序法的实验，嘿嘿 ～不是我编的-This is a method to achieve a sort of experiment,嘿嘿~ not my series
linklist
- 这是一个关于链表算法的程序，希望能给大家带来方便！-This is an algorithm on the list of procedures, we hope that they will bring convenience!
work
- 关于matlab解热传导问题的解法，简单实用。适合计算流体初学者使用，另附一些matlab实例-Matlab Antipyretic conduction on the question of method, simple and practical. Suitable for beginners to use computational fluid, followed by a number of examples matlab
zuixiaoerchengfa
- vC++6.0数值计算方法中“函数拟合最小二乘”-vC++ 6.0 numerical method of least-squares fitting
erchashu
- 二叉树的创建（按照先序创建二叉树），后序的方式进行查找-The creation of binary tree (in accordance with the first order to create binary tree), after the order to find a way
stack
- 通过堆栈的简单应用实现10进制到任意进制之间的转换-Through the stack of simple applications to any hexadecimal 10 hexadecimal conversion between
1
- 数据结构中的简单链表创建，合并 参考高教出版《数据结构于算法》-Data structure to create a simple list, the merger reference to the publication of Higher Education data structures in algorithm
thesmallestTree
- 数据结构 生成最小数的求解方法 根据严蔚敏的c版本的数据结构里的课后实验求的-Data structures to generate a minimum number of solution in accordance with the c YAN Wei-min version of the data structure in the experimental after-school demand
niudun
- 本文件是基于MATLAB的解最优化算法的源代码，为牛顿法-This document is based on the MATLAB optimization algorithm solution of the source code for the Newton method