资源列表
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S3C4510Bucos-ii
- S3C4510B是arm7内核的芯片，这里有他的ucos-ii的源代码，可以参考一下。-S3C4510B arm7 kernel is the chip, here are his CENTER-ii of source code, can be examined.
Gerbers_DSP2_REV_C
- 记算功耗与ALTERA 的高端器件的设计验证-operator credited with the power of Altera's high-end device design certification
labview2
- labview做的小程序，用于模拟微波干涉仪的多普勒信号-PC so small procedures, which are used to simulate microwave Doppler interferometer signal
6117519351200615205357358327
- 可用的SOM_Algorithm-available SOM_Algorithm
HidenProc_dll
- dll 为功能实现模块，exe为测试程序，调用dll后exe进程将消失，除非用驱动级的软件才能看到该进程-dll function modules for the test procedure exe, dll called after exe process will disappear. Driver-unless the software can see the process
JFreeChartHacking
- jsp页面生成统计报图的工具Jfreechart，可以提供柱装图、饼装图和实时曲线-jsp pages generated map of Statistics reported Jfreechart tools can provide - loaded maps, cake loaded maps and real-time curve
calder
- 用jscr ipt实现的一个很全的日历，可以做个人主页链接-jscr ipt use to achieve a very full calendar, they can do Personal Home Links
20050927220331
- 一个很酷的Web界面的服务器文件管理系统，能够通过浏览器进行服务器上文件的添加删除上下载等各种操作，具有用户/角色权限管理功能-a cool Web interface to the server document management system, through the browser for the server to add the document to delete downloaded various operations, user / role competence mana
winrtplastest
- WinRTP is a COM component which can originate RTP (Realtime Transport Protocol) media from a microphone and terminate RTP media on a speaker.-WinRTP is a COM component which can origina te RTP (Realtime Transport Protocol) media fro m a microphone an
fractionalgorithmVisualC++
- 分形算法，书中描述了分形的具体实现过程，并用Visual C++详细记录，希望给大家更多的启发-fractal algorithms, the book describes the fractal realization process, and using Visual C detailed records, We hope to inspire more
pixelexpose
- 混合像元分解，是定量遥感中非常重要的组成部分之一，在反演地表参数时是必须要考虑的因素之一，文中罗列了分解的一些方法。-mixed pixel decomposition, is the quantification of remote sensing very important component of one of the the inversion of surface parameters is to be considered one of the factors, the paper
mandelbrot
- the implementation of the mandelbrot,use the OpenGL to display the result-the implementation of the mandelbrot. use the OpenGL to display the result