资源列表
PocketTopologySuite
- NetTopologySuite是著名的JTS Topology Suite的C#/.net版本，简称NTS，JTSTopology Suite为一个OpenGIS标准的GIS分析、操作类库 这个是wince版的,开发环境 WM5.0-NetTopologySuite is the famous JTS Topology Suite in C# /. Net version, referred to as NTS, JTSTopology Suite is an OpenGIS standard
ADC
- DSP2812在ADC寄存器设置AD采样端口。选择顺序采样。-DSP2812 register set AD sampling in the ADC port. Choose the order of sampling.
UnitSendMail
- delphi 带图片 html功能的Mail-delphi with picture html function Mail
Dijkstra
- Dijkstra算法的研究对象是赋权有向图（图用加权矩阵表示）的单源最短路径问题。可以求出任意节点到其他所有节点的最短距离。-The research object is the Dijkstra algorithm of weighted directed graph ( graph with weighted matrix) of single source shortest path problem. Can be obtained any node to all other nodes
zoj2127 Zuma的代码
- Zuma的代码，Zuma游戏是一款非常经典的小游戏，上传下自己的代码，希望能有多改进……谢~-Zuma code……Zuma is one of my favourite games of Fantasy Games series. In the game a lot of balls of different colors will enter the screen continuous, and the balls onscreen are rolling by a fixed track
MyChat
- 一个简单的聊天软件源代码，里面有server和client。用mfc写的界面，支持多人在线，支持消息记录保存。-A simple chat software source code, there are server and client. Mfc interface used to write in support of people online in support of the news of record-keeping.
RemoveBackground
- 基于VC++6.0开发环境，用OpenCv编程，实现背景和图像的分离，提取不均匀的背景，并从原图像中减去背景图像！-VC++6.0 based development environment, with OpenCv programming, background and image separation, extraction uneven background, and subtracted from the original image background image!
龙虎斗完整源码:网狐百人游戏之一
- 龙虎斗:网狐百人游戏之一，龙虎斗完整源码，欢迎大家下载-Illustrating: one hundred network Fox game one Illustrating the complete source code are welcome to download
STM32UART4
- STM32F107 UART4 串口输出例程，初始化，调试通过-STM32F107 UART4 SERIAL4 OUTPUT DEMO,INITIAL IS COMPLETE AND SUCCESSES.
TTF_SHP truetype字库转shp字库的软件源码
- truetype字库转shp字库的软件源码-truetype font change shp font software source code
GDI-ylb
- 绘制油量表的控件，运用了GDI+技术。有很好的参考。-Drawing oil scale control, use of GDI+ Technology. There are good reference.
TI_FFT
- 使用TI公司的fft_lib设计的一个fft算法-use the TI s fft_lib to design the fft algorithm