资源列表
数图获取，处理（源码）
- 数图获取，处理（源码）.rar是《数字图像获取，处理》的源代码-Figure acquisition, processing (FOSS). Rar "digital image acquisition, processing," the source
图象的反相与缩放001
- 1、用点运算实现图像反相； 2、运用几何变换和灰度重采样对图像进行缩放。 -one with Image Point Operational RP; 2, the use of geometric transformation and gray Resampling right image scaling.
GDI+otsu
- 支持的文件格式有jpg gif bmp tif png emf 利用ColorMatrix完成彩色图到灰度图的转换利用LockBits完成算法和分割包内自带GDI+库-support the file format is jpg gif bmp tif png catalog use ColorMat RIX complete color to grayscale conversion using LockBits complete packet segmentation algorithm a
convert_get
- 本程序主要完成pic到tif图像格式的转换（由图象格式转换菜单实现） 并且完成了读写pic,tif图像文件的源代码。File/open 挖图菜单完成在原始图中获取任意位置和大小的图像。 -the main procedures to be completed pic tif image format conversion (from the Image menu format conversion realization) and completed reader p
work234
- 利用小波进行边缘提取，比较各种小波核函数的能力，体会“数学显微镜”的妙用，例子：车牌定位。-using wavelet edge detection, comparison of different wavelet function of the nuclear capability and experience "math microscope," the magic examples : positioning plates.
VC实现Hough变换
- 一个实现Hough变换的VC函数，函数各个成员变量有详细的说明-a Hough transform to achieve VC function, and all member variables is described in detail in
VC实现拉普拉斯高斯边缘检测
- 一个实现拉普拉斯边缘检测的VC函数，各个成员变量程序中有详细说明-achieve a Laplace Edge Detection VC function, all member variables procedures are described in detail
小波图像程序
- 用C语言编写的小波处理程序。 用的是 DB4小波，周期延拓，可以实现精确重构的。-C language prepared by the wavelet processing. The DB4 is a wavelet, cycle extension, can achieve a precise reconstruction.
灰度变换算法实现
- 本程序实现图象处理中的灰度变换的所有算法!-the program image processing Gray Transform algorithm for all!
判断点集在多边形内部
- 此程序基于二分法的判断点集中的m个点是否在n边形内部.-dichotomy of this procedure based on the judgment of the focus points of m n whether the shape of the internal.
你好
- 计算机图形处理的软件，candy算法是当今最很流行的一种算法。同学可以自己在源代码中学习到新的知识。-computer graphics software, candy algorithm is the most popular day of an algorithm. Students can in the source code to learn new knowledge.
边缘检测代码
- 关于图像边缘检测技术的代码。包括：拉普拉斯算子，高斯拉普拉斯算子等多种边缘检测方法-on Edge Detection Technology code. Including : Laplace operator, Gaussian Laplician various edge detection method