搜索资源列表
希尔
- 不错的希尔代码,希尔是一种经典的加密算法,加密可以通过一线形变换,脱密再做依次逆变换。密钥就是变换矩阵本身。-good code Hill, Hill is a classic encryption algorithms, encryption can transform line shape, followed again from close inverse transform. Key is the transformation matrix itself.
cpp
- c++ 逆矩阵 的 求解 运行 通过,希望大家来下载啊-c++ inverse matrix
nijuzhen
- 任意逆矩阵程序算法,可以对通信数据加密,保密性好。-Inverse matrix algorithm any program that can encrypt the communication data, privacy is good.
3
- 傅里叶变换与反变换在点阵图像信息压缩处理中的应用-Fourier transform and inverse transform the image information in the matrix of compression
zhihuanjiami
- 置换密码亦称换位密码。置换只不过是一个简单的换位。每个置换都可以用一个置换矩阵 来表示。每个置换都有一个与之对应的逆置换 。置换密码的特点是仅有一个发送方和接收方知道的加密置换(用于加密)和对应的逆置换(用于解密)。它是对明文 长字母组中的字母位置进行重新排列,而每个字母本身并不改变。-Password replacement, also known as transposition cipher. Replacement is just a simple transposition. Each
Matrix
- C++实现几种基本的矩阵运算,包含头文件直接调用,包含矩阵转置、求逆、相乘几个通用操作-C++ implementation of several basic matrix operations, direct calls to include the header file, contains the matrix transpose, inverse, multiplied a few general-purpose operating
rasp_code
- 用于进行矩阵逆变换的加密的matlab测试代码,用于进行数据库代理加密的方案。-Encrypted matlab test code for matrix inverse transform is used for database encryption scheme agency.
Chaos
- clapack 实现矩阵求逆运算 Linux下编码 gcc编译-clapack matrix inverse
bootparam
- Inverse of the current local matrix is passed in then, translate to center1, rotate so center2 is on x axis Source Code for Linux v2.13.6. -Inverse of the current local matrix is passed in then, translate to center1, rotate so center2 is on x axis
20061123372872005
- 求距阵的逆是很麻烦的事.希望这个程序能有所帮助.-for the inverse matrix is a very troublesome thing. Hope that this procedure can be helpful.
191-206
- C语言编写的几个程序源码,包括: 191 比较字符串长度 192 合并整数 193 矩阵逆置 194 删除指定的字符 195 括号匹配 196 字符串逆置 197 SIX/NINE问题 198 单词个数统计 199 方差运算 200 级数运算 201 输出素数 202 素数题 203 序列排序 204 整数各位数字排序 205 字符串字母移位 206 Fibonacc数列 -C language sourc
Inverse-master
- 矩阵求逆 Matrix inversion-Matrix inversion
tfynsformation_matrix
- C实现矩阵的逆,方法为初等转换代码简单明了(C implementation of matrix inverse, the method of elementary transformation code simple and clear)
