资源列表
算法导论
- 介绍算法的书籍，比较详细介绍了相关算法的一些基本知识和事项过程。-algorithm introduced the books, more detailed correlation algorithm introduced some basic knowledge of the process and issues.
mimp
- 求解对角线元素很小的矩阵的逆矩阵,避免一般求逆的溢出问题,用Fortran编写-small diagonal elements of the matrix inverse matrix inversion generally avoid the overflow problems, Fortran prepared
2dpca
- 一种新的pca方法，2dpca,有中科院的ppt及相关资料-A kind of new pca method , 2dpca, there are ppt of Chinese Academy of Sciences and relevant materials
Matlab语言中边值问题算法的改进
- 一片论文，是关于Matlab语言中边值问题算法的改进，-a thesis on the Matlab language boundary value problems algorithm,
SHA1Demo
- 只包括两个核心文件sha1.cpp及sha1.h 计算数据的sha1摘要。简单，好用。 由于bit endian及little endian的原因，有些计算sha1摘要的算法计算出来的结果与正确结果有差异。此源码经过测试，与RFC里列出的测试结果匹配。-only two core document sha1.cpp sha1.h calculation and data sha1 Abstract. Simple and Easy. Because bit endian and litt
nihe
- 本程序实现各种算法的数据拟和，插值，解微分方程的功能，-the program algorithms to the data and, interpolation, the function of differential equations solution,
libecc-0.11.0.tar
- 最新椭圆曲线算法，用C++写的，在Linux下解压出来。-latest elliptic curve algorithms, written in C, under Linux unpacked out.
孟庆洋 分治
- 是著名的骑士巡游问题的改进，采用了分治策略，同样也是我的个人作品，向往大家给予批评指正-Cleveland is the famous parade of improvement, adopted a divide and conquer strategy, but it's also my personal work, and yearning for everyone criticized correction
burg
- 用Burg算法估计AR模型参数，进而实现功率谱估计. 形参说明： x——双精度实型一维数组，长度为n，存放随机序列。 n--整型变量,随机序列的长度。 p--整型变量,AR模型的阶数。 a--双精度实型一维数组，长度为(p十1)。存放AR模型的系数a(0),a(1),...,a(p)。 v--双精度实型指针,它指向预测误差功率，即AR模型激励白噪声的方差。 -with Burg algorithm estimates AR model parameters, ther
时钟夹角
- 求任意时刻时钟的夹角，是一个很简单的c的数值算法的题-This codes have the function of get the angle between of clock s hands at any time, witch is the answer of a simple c language numeric arithmetic subject
Reversible EZW-Based Image Comp
- 可逆嵌入式零树小波编码代码，主要是小波变换时使用的可逆变换。-reversible EZW coding code, wavelet transform is mainly used for the reversible transformation.
编制迷宫程序(用A算法来实现）
- 通过编制迷宫程序来熟练掌握A*算法。充分理解A*算法和启发函数的关系-through the preparation of the maze procedure to skillfully master A * algorithm. * A full understanding of algorithms and heuristic function of