资源列表
排序选择：
股票分析软件界面
- 一个非常漂亮的分析软件界面，对界面感兴趋的可以给点意见。-Stock market analysis system, beautiful interface.
tcpcandperl
- 本程序包包含有linux下socket通讯的tcp例程，包含有tcp的服务器端和客户端，含有C语言以及perl两种实现，本人整理，全部能运行。-bags containing the procedures under linux tcp socket communications routines, including a tcp servers and clients, containing C and perl language to achieve both, I collated all
VC环境下显示图像
- 实现VC环境下的图像显示功能，只需要将代码溶入现有程序，就能实现显示功能。不需要额外工作量。-VC environment of image display functions, it is only necessary code into existing procedures, it will be able to display. No additional workload.
JPEG源代码
- C语言实现JPEG压缩与解压缩，对学习图像处理有一定的参考意义。代码比较老，但是能说明问题。-C Language JPEG compression and decompression, to learn to deal with images as a reference significance. Comparing the old code, but illustrative.
排序比较
- 排序算法的性能比较 对不同类型的问题规模，测试各种介绍的排序算法的性能。统计他们的键值比较次数，键值移动次数以及运行时间并分析结果。 小型问题：N≈20 中型问题：N≈2000 大型问题：N≈200000. C 语言的32关键字如下： 实验原理： 线性表的排序，快速，起泡，选择，插入。-algorithm to compare the performance of different types of scale of the problem, introduced by the test a
VB_Test
- 用VB编写的模拟麻将程序，三维光影效果，学习篇。有很多不足之处。-VB mahjong prepared by the simulation procedure, 3D visuals and learning chapter. There are many deficiencies.
P2PMultichat
- 实例晶体显示组件，一切功能在组件属性里有说明，跟C#标准组件属性相同.. -example crystal display components, the components of all functional attributes Lane is described with C# attributes the same standard components ..
VC中串口编程资料汇总2
- VC串口编程资料汇总，内有详细的串口编程，手把手把你带到高手境界。-VC Serial Programming information collected, and there are detailed serial programming, handholding lead you to master realm.
绘图软件
- 用java做的，画图方面的软件，有以下的功能：可拖拉式创建组件(目前包括按钮\\文本框\\图片组件)等。-do with java, drawing the software will have the following functions :-tractor can create components (including the current button \\ textboxes \\ Photo components).
简易记事本
- 这是一个用java做的一个，能够进行简单编辑的小程序-This is a java do with a can perform simple editing of small programs
myadodemo
- 吐血制作的两个ado 里面两个类，一个是连接的 一个是数据集的 这个做到了够用，同时也做到了实用与精练！-vomit blood produced by the two ado inside two categories, one is a link between the data sets is one of this done enough, but also achieve a practical and concise!
用“时域最小平方误差准则” 设计IIR DF
- 试用时域最小平方误差准则（最小平方逆设计）设计一个具有四项系数的IIR DF的系统函数，使其在y(n)=[3,2,1]输入激励下，输出v(n)逼近d(n)=[2,0.2,0.05]。令v(-1)=v(-2)=0。求出v(n)的前8个样值与d(n)进行比较。用matlab实现了此要求。-trial at the least square error domain guidelines (minimum inverse square design) design with a four DF IIR