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RC_C++
说明： 显著性检测的代码，是程明明在12年的CVPR的文章，HC,RC的算法源码。(The code for saliency detection is the source code of Cheng Mingming's CVPR article, HC, RC, in 12 years.)
- 2018-03-27 21:14:02下载
- 积分：1
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Huffman
huffman编码
基于对BMP格式图像的编码！
具体你们自己看看！(Huffman code)
- 2010-07-13 14:11:25下载
- 积分：1
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Pedestrian-Detection
改程序是用来行人检测的，有源代码，可以轻松学习并参考。(The reform program is used for pedestrian detection, source code, you can easily learn and reference.)
- 2012-05-28 14:12:29下载
- 积分：1
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gusu
利用visualC++和图像处理的知识，编写程序对果蔬进行自动识别(Using visualC++ and image processing knowledge, write a program for automatic identification of fruits and vegetables)
- 2010-10-17 22:47:17下载
- 积分：1
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lsd
LSD直线检测算法的原理、步骤、结果文字资料以及具体程序实现(The LSD line detection algorithm principle, the steps of text information as well as specific procedures to achieve)
- 2013-05-01 04:38:53下载
- 积分：1
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lecture6_eigen_selection
中科院图像理解与计算机视觉课件6
值得参考一下
some topics on pattern recognition and computer vision(Chinese Academy of Sciences and Computer Vision Image Understanding Courseware 6 worth refer to some topics on pattern recognition and computer vision)
- 2008-04-25 21:16:01下载
- 积分：1
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function
基于VC++的图像处理类，可以用于bmp文件的读写，显示(Based on the image processing VC++ classes that can be used to read and write bmp files, display)
- 2013-11-18 11:16:59下载
- 积分：1
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Video-Demo
该源码为目标检测和跟踪算法 包括：
1. 静态背景下的背景预测法目标检测
2. 静态背景下帧间差分法目标检测
3. Mean Shift目标跟踪方法
4. 重心多目标跟踪方法
(The source code for target detection and tracking algorithm include:
1 Static background background prediction target detection
2 Static background frame difference method for target detection
3. Mean Shift tracking method
4 multi-target tracking methods focus)
- 2013-08-11 20:39:39下载
- 积分：1
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ChaosImageCode
一个用VC编的混沌图像加密程序，演示了如何读写图像，如何用混沌算法加密解密。(a program for encrypting image by chaos algorithm,based on VC.)
- 2017-11-03 09:36:54下载
- 积分：1
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DE
说明：
最简单的差分格式有向前、向后和中心3种。
向前差分：f (n)=f(n+1)-f(n)
向后差分：f (n)=f(n)-f(n-1)
中心差分：f (n)=[f(n+1)-f(n-1)]/2(The easiest difference format forward, backward, and three kinds of centers.
Forward differencing: f (n) = f (n+ 1)-f (n)
Backward difference: f (n) = f (n)-f (n-1)
Central difference: f (n) = [f (n+ 1)-f (n-1)]/2)
- 2016-05-17 21:08:01下载
- 积分：1
