资源列表
DrakeDCT050629B
- DCT离散余弦变换编码和解码，利用vc对bmp图像实行变换，可以对变换和恢复后的结果进行保存和观看比较结果-the program of DCT coding and decoding.It is used to transform bmp to jpg.you can compare the original bmp to transformed jpg
EM
- 用C++实现了期望最大化算法，为了简化，矩阵使用对角矩阵-C achieve expectations maximize algorithm, in order to simplify the use of matrix diagonal matrix
szpGauss
- 用C＋＋实现的高斯混合模型的算法类，方差矩阵是对角矩阵-C + + Gaussian mixture model algorithm category, variance matrix is diagonal matrix
szpmatrix
- 矩阵常见算法，C++实现的类，这是个下载的公用类如果侵犯了您的权利，请告诉我。-This class implements some usual operation about matrix.If this pragram being put on the internet infringe upon your right,please tell me.
SglCon
- 绘图函数用mcc生成的代码嵌入VC工程实例，Win32 Console版本-mapping function using mcc generated code embedded VC engineering example, Win32 Console Version
SglMFC
- 绘图函数用mcc生成的代码嵌入VC工程实例，Win32 MFC版本-mapping function using mcc generated code embedded VC engineering example, Win32 version MFC
FastMathParser_Demo
- 一个绝好的数学公式计算类，支持多种数学公式的快速计算-a wonderful class of mathmatica fomula computing,supporting many formulas computing
MTParser_srcVC7
- 非常好的数学公式计算源代码，支持程序运行时公式的自定义，支持宏定义、常量定义、函数定义-very good mathematical formula source code, run-time support for the procedural formula from the definition of support Acer definition constants defined function definition
指纹识别c++源程序
- 在vc环境下的指纹识别与处理，我也是从别处得到的，主要看看算法结构。-vc environment in the fingerprint identification and handling, I also received from elsewhere, mainly look at the algorithm.
200552823195
- 一步步讲解如何在VC中调用matlab图像处理工具箱来进行canny边缘提取 1.包含pdf文档和源代码 2.源代码code 开发环境是VC6、Matlab7 -a step by step on how to call in VC Matlab Image Processing Toolbox to a canny edge extraction. Pdf files and contains the source code two. Source code develo
三种模式匹配算法的比较
- Las Vegas，KMP，Mentro carlo这三种模式匹配算法的原代码，对其进行了时间及出错率的比较-Las Vegas, KMP, Mentro carlo three pattern matching algorithm of the original code, its time and the error rate comparison
最小生成树prim算法
- 最小生成树的prim算法 是求图中的最短路径的一个重要算法 但是是O(n2)复杂度的一个算法-minimum spanning tree algorithm is the prim map for the shortest path algorithm of an important but is O (n2) of a complex algorithm