基于小的变化，以及边缘融合算法的图像边缘…

一个用GDI+绘图的ActiveX控件，希望大家喜欢哦

很简单的图形编辑工具,1． 支持直线、矩形和椭圆三种基本图元，并且支持这些图元的组合图形； 2． 支持彩色填充和多种线型； 3． 具有文件的打开、保存、另存、退出功能； 4． 支持鼠标，键盘操作； 5． 具有选择、复制、镜像、旋转、删除等编辑功能，并且通过扩展机制（plugin）增加新功能； 6． 人机界面友好，帮助文件完整； 7． 设计文档齐备。 -very simple image edit tool,1,line, rectangle ,ellipse drawing,and support these meta compositing.2 support color fill and muti_type line.3, with the founction of opening file,saving file ,saving as ,exiting.4,support mouse and keyboard controlling.5,with the founction of selection,copying,mirror,rotating,using the plugin to add founctions.6,well interface,full help document.7,complete design document .

图形的数据格式转换-graphical data format conversion

24位真彩色图像转换为8位图像-24-bit true color images converted to eight images

实现图像数据的JPEG-LS标准的压缩，可以实现无损压缩也可以进行有损压缩-Realize image data standard JPEG-LS compression, lossless compression can be lossy compression can also be carried out

RGB格式

GDI二维图形操作，平移放缩等-GDI 2D graphics operations, such as translation Zooming

图像处理的各种算法 应有尽有 非常适合初学者学习-Image processing algorithms available

这是计算机图形学光照部分的一个很好的程序实例-This is the illumination of computer graphics part of a very good example of the procedure

Graph matching (GM) is a fundamental problem in computer science, and it plays a central role to solve correspondence problems in computer vision. GM problems that incorporate pairwise constraints can be formulated as a quadratic assignment problem (QAP). Although widely used, solving the correspondence problem through GM has two main limitations: (1) the QAP is NP-hard and difficult to approximate; (2) GM algorithms do not incorporate geometric constraints between nodes that are natural in computer vision problems. To address aforementioned problems, this paper proposes factorized graph matching (FGM). FGM factorizes the large pairwise affinity matrix into smaller matrices that encode the local structure of each graph and the pairwise affinity between edges. Four are the benefits that follow from this factorization: (1) There is no need to compute the costly (in space and time) pairwise affinity matrix; (2) The factorization allows the