雷达信号处理电源点介绍

embest的嵌入式开发环境,非常好用,是进行arm开发的必备工具-embest embedded development environment, very easy to use, is an indispensable tool for the development arm

为了介绍ART网络具体工作过程，我们制作了Matlab演示程序。第一个程序利用newc（）函数对网络进行自适应训练，修改权值并对样本进行分类判别；第二个则利用adapt（）函数对预测信号进行跟踪训练，并得出训练值与目标值之间的差异。-ART network to introduce specific work process, we produced a Matlab demo program. No. 1 newc procedures for the use () function on the network adaptive training, as well as the right to amend the value of the samples Classification; The second is using adapt () function to predict signal tracking training. training and the value obtained with the difference between the target value.

PHP动态流输出下载，比常规下无安全，上传后自动HASH后保存！-Dynamic stream output download, no security than conventional next!

一个超强的在线WORD汉化版ASP程序2... -a super- WORD Chinese Version 2 ASP procedures ...

数值分析迭代格式比较-iterative numerical analysis of comparative format

清除驻留程序，工具软件极品 RAMinit源程序 -presence removal procedures, tools RAMinit source software Need

程序目的： 输入一个任意大小的迷宫，用栈求出一条走出迷宫的路径，并 显示在屏幕上。 程序实现： 可以实现载入迷宫和保存迷宫，附带文件中有4个测试迷宫路径的 文件test1~4.dd。请将这些文件拷贝到TC当前目录下，或者在载 入时写明完全路径。由于屏幕大小的限制，当用户自己输入迷宫 时一定要注意：迷宫大小是有限制的，不小于4*3,不大于30*20。 否则会出现错误信息。输入开始时全是墙，用上下左右键移动， 用Del键删除墙，形成通路，用Enter键添加墙。输入结束时可以 将迷宫保存下来，以dd为扩展名。输入完毕时用F9键来得到结果， 找到路径时，屏幕下方会出现Path found，否则出现Path not found。 程序经Turbo C 2.0编译调试成功。运行时不用添加任何运行库。 不可以在VC上编译。-procedures purpose : to bring in a maze of arbitrary size, with a stack get out of the maze of trails and on the screen. Program : can achieve and preserve the printed maze maze, the accompanying documents were four test maze of trails to document test1 4.dd. I would be grateful if those files are copied to the TC current directory, or in the state when fully contained path. Due to restrictions on the size of the screen when the user input labyrinth must pay attention to : the size of the maze is a restriction, not less than 4* 3, not more than 30* 20. Otherwise there will be a wrong message. At the beginning of the importation of a

有关XML的文档，可以下载下来当个参考。我建议，不错的一个文档资料。-the XML document can be downloaded from becoming a reference. I suggest that a good documentation.

次程序为图论算法中得经典程序floyd 算法 求解最短距离-Meeting procedures for graph theory algorithms in a classic procedure floyd shortest distance algorithm

USB-串口管理芯片FT245BM的Win驱动，不容易找到的-USB-serial chip FT245BM management of the Win-driven, it is not easy to find