资源列表
Creating_a_DIB_section_from_a_BMP_file
- 一个从BMP文件中创建一个设备无关的位图的程序-a BMP file from creating an equipment unrelated to the Bitmap procedures
BezierPublish
- Bezier贝赛尔函数集，包括贝赛尔形值点生成函数、贝赛尔控制点反算函数和汇编代码定点数快速生成函数等。-Bezier Bessel function set, including Bessel-value point generating function, Bessel control point anti-count function and compile code set points rapid generating function, etc..
DDA-line
- 自己用C语言编写的直线DDA算法。可以根据输入的坐标，在屏幕上画出直线。-own use C language prepared by the DDA linear algorithms. Can be imported under the coordinates on the screen paint line.
midpointcircle-coding
- 自己用C语言编写的中点画圆算法，根据用户输入的圆心坐标和半径画出相应的圆形。-own use C language prepared by the midpoint drawcircle algorithm, According to user input center coordinates and radius of the circle corresponding paint.
xingkong97
- 利用熵进行局部图像匹配,可用于医学图像专业-entropy partial image matching, medical images can be used for professional
CAD2006
- 用VC++开发的简化版CAD绘图程序，功能还可以自己完善和更改，可以作为学习的范例。-VC development of the CAD simplified procedures, functions they can improve and change. can be used as an example to study.
Soft20060210160843621
- 说明：C语言课程设计作品 功能：仿Windows的自带计算器 环境：DOS 大小：800多行 特色：图形界面，支持鼠标，算法稍有复杂 -: C language curriculum design works functions : imitation of the Windows environment, bringing their calculators : DOS Size : over 800 firms characteristics : a graphical interface,
4_5
- 可以画出七彩的正六边形并标出定点标号。经调试可以执行。-can paint a hexagon and is marked sentinel labeling. The tests can be implemented.
colorcircle
- 用C语言实现的中点画圆算法，并根据扫描线种子填充算法来填充圆形。-C Language Circle the midpoint algorithm, and in accordance with scanning lines seed fill algorithm to fill round.
Cohen-Sutherlandkjf
- 用C语言实现的Cohen-Sutherland算法，对学习计算机图形学有很大的帮助-C language to the Cohen-Sutherland algorithm. to learn computer graphics is a great help! !
findfeaturepoint
- 對影像中紅色點的部分，找出它的相對映的坐標，記錄下來-images of red spots, which identify the relative coordinates of the video recorded
ipcam
- 抓取遠端ip cam的影像，然後將它顯示，可以直接設ip address的位置-crawls remote ip cam images, and then it shows that can be directly set up ip address of the location