资源列表
efficient-msr-of-Retinex
- 一种改进的有效基于 Retinex的msr算法，可以对有雾的图像进行处理，经过测试是可以有的，效果不错，作为参考算法-An improved effectively the MSR algorithm based on Retinex, foggy images can be processed, tested can be some, effect is good, as a reference algorithm
FCMMRI
- 用KFCMC和FMC两种聚类算法实现MRI图像的分割.可直接运行，里面还有一篇论文可供参考。-Using KFCMC and FMC algorithm to segment MRI image including tested MRI images and one article.
VedioToPicture
- 从视频中提取单帧图片并进行模糊恢复处理，代码内容实现了基本过程。-Extract a single frame from the video image and blur recovery process, the content of the code to achieve the basic process.
Combination_gray_surface_feature1
- 基于控制标记符的粘连颗粒的分割，使用灰度极小值合并方法获得内部标记符，分水岭变换获得外部标记符。-Tag-based control of particle adhesion segmentation method using gray minimum combined to obtain an internal tag, watershed transform to obtain external tags.
SAR_KPCA
- 基于核函数的SAR图像目标识别,利用KPCA对SAR图像进行特征提取-SAR image target recognition based on kernel function，Use KPCA SAR image feature extraction
MDSP(He-Zhen-Ya)
- 何振亚的《多维数字信号处理》有点老了，对那些阅读英文有困难的可以参考。-Multidimensional Digital Signal Processing Zhenya He
pcannc
- 主分量分析对SAR图像目标进行特征提取，用最近临方法进行分类-Principal component analysis（PCA） of SAR image target feature extraction, classification using nearest-neighbor method
image-fusion
- 用matlab进行多聚焦图像融合，包括图像直接融合，傅里叶变换融合，和小波融合的源代码- multi-focus image fusion by matlab, including direct images fusion, Fourier transform integration, and wavelet fusion
liduceding
- 粒度测定是在不精确分割图像目标的基础上，确定图像中的目标分布情况和大小，这对于粗略地描述一幅图像的性质和获取图像信息是很重要的。本程序注释易懂，可以实现。-Determination of particle size is based on the inaccurate image of the target partition, the target image is determined, and size distribution, it is very important for a m
framedifference
- 红外图像序列运动目标检测的帧间差分法。对于实际应用中很有效果-moving object inter frame difference algorithm for infrared image
testhalconDebugDll_thread
- halcon 图像多线程采集类封装，把图像采集和处理线程封装成一个线程类-a class of halcon multithreaded image acquisition, the image acquisition and processing thread packaged into a thread class
Poisson_Image_Editing
- 图像融合 很容易理解 泊松方程 边界条件已知-Image fusion is easy to understand the boundary conditions are known Poisson equation. . . .