基于OpenCV的人脸跟踪和BCB程序

首先通过多分辨率分解法提取高频边缘，然后分别对每层的高频边缘进行非线性插值得到新的高频边缘，接着对高频边缘进行高通滤波得到等强后的高频边缘，最后对增强后的高频边缘进行修正。再在对增强的图像进行对比度拉伸，从而达到增强的目的！-First of all, through the extraction of multi-resolution decomposition of high-frequency edge, and then were on the edge of each high-frequency non-linear interpolation to be the new high-frequency edge, and then the edge of the high-frequency high-pass filter to be strong, such as after the high-frequency edge, and finally on the brink of enhanced high-frequency be amended. Again in contrast enhanced image stretching, so as to achieve the purpose of enhancing!

bivalueis about image

Visual C++小波变换技术与工程实践 靳济芳编著附光盘原码.rar-Visual C++ wavelet transform technology and engineering practice Ji Jin-fang attached CD-ROM edited by the original code. Rar

自组织神经网络SOM的算法，经过调试可以用-Self-organizing neural network SOM algorithm can be used after debugging

拉氏变换的图像增强算法，matlab下运行！增强效果较好！欢迎交流-Laplace transform of the image enhancement algorithm, matlab running! Enhance the effect of better! Welcome the sharing of

经典书籍-数字图像处理-冈萨雷斯-5程序书里面有但是敲代码可是苦差使！现在为各位解决这个问题。解决各位敲代码的烦恼！These MATLAB functions were created for the book Digital Image Processing Using MATLAB (DIPUM), by R.C. Gonzalez, R.E. Woods, and S.L. Eddins, Prentice Ha-Classic books- digital image processing- Gonzalez-5 procedures book has a laborious task to do but knock on the code but to make! Now for you to solve this problem. To resolve the trouble code you knock! These MATLAB functions were created for the book Digital ImageProcessing Using MATLAB (DIPUM), by RC Gonzalez, RE Woods, andS.L. Eddins, Prentice Ha

一个用c写的将jpg转换为bmp格式的文件-C will be used to write a jpg into bmp format file

JPEG2000的示范性代码Jasper的后继版本，GEOJASPER，版本号1.701.0-JPEG2000 code Jasper model of follow-up version, GEOJASPER, version 1.701.0

这个是opencv函数的介绍和说明，是目前对opencv函数介绍比较详细的资料。-This is a function opencv introduction and notes, is the introduction of the opencv function more detailed information.

一些用于图像处理常用的MATLAB编码，对初学者会很适用的。-Some commonly used for image processing MATLAB code, for beginners will be very applicable.