二维图像离散余弦变换：数字图像处理常用例程，可执行文件在Release中，具体说明见Readme。...

应用背景 人脸识别 人脸追踪 The software is provided under the terms of this licence stricly for //       academic, non-commercial, not-for-profit purposes. //     * Redistributions of source code must retain the above copyright notice,  //       this list of conditions (licence) and the following disclaimer. //     * Redistributions in binary form must reproduce the above copyright  //       notice, this list of conditions (licence) and the following disclaimer  //       in the documentation and/or other materials provided with the  //       distribution. //     * The name of the author may not be used to endorse or promote products  //       derived from this software without specific prior written permission. //     * As this software d

大数的计算包括加减乘除-including large numbers of calculating the arithmetic

线性方程类，封装有关解线性方程的方法-linear equations, the package solution of linear equations

fortran77的各种算法集锦，比如欧拉、高斯消元之类的，有详细方程及对应的算法程序，相当于子程序，可以直接调用

#include < stddef.h > / * NULL * / #include"mpc.h" / * FIXME: 这是一个肮脏的修复程序 HOR_MXCONSTRS 零长度数组问题的 * / STATE_CONSTR #ifdef #define NO_MXCONSTR 0 #else #define NO_MXCONSTR 1 #endif / * 静态函数声明 * / 静态 void inc_ref_ctl_solve_problem (结构 mpc_ctl * ctl，const real_t x[]) ； 静态 void stc_ref_ctl_solve_problem (结构 mpc_ctl * ctl，const real_t x[]) ； 请点击左侧文件开始预览 ！预览只提供20%的代码片段，完整代码需下载后查看 加载中 侵权举报

倒酒问题描述： 设有两个能装8两的酒杯（称为１号，２号）装满了酒, 和1个能装3两的空酒杯（称为３号）, 问怎样用这3个酒杯向4个人 敬酒, 使得每个人都喝4两酒. 要求： 用程序计算出可行方案。 输入： 无 输出： 每一步决策．-down quite Problem description : two can be loaded with two of the eight glasses (known as 1, 2) filled with the wine, and one can hold three two empty glasses (known as the 3rd) and asked how to use it three to four glasses and toast the individual, so that each person maximum servings of both types 4 2 liquor. Request : procedures calculated options. Input : None output : each step of the decision-making.

这是对一维时间序列进行归一化计算的matlab程序-This is the one-dimensional time series to a calculation procedure of Matlab

求N皇后问题回溯算法--Asks the N queens question recollection algorithm

在Delphi中安装RTC-SDK组件

数学经典算法应用:贪婪算法的应用实例-Application of the classical algorithm: the application of the greedy algorithm