haze-2016-final-paper-ieee-artifacts

【控件使用步骤】： 第一步：用数据线或红外设置把短信猫（或短信模块、手机等）连接到电脑； 第二步：运行“控件注册及加密狗驱动安装.exe”注册控件及安装加密狗驱动程序[注意：无加密狗版本亦需这一步！] 第三步：打开你的开发平台（如VB、Delphi，VC，PB,.net等），调用本控件即可，控件名称为：ShouYan_SmsGate，详见《开发说明书》； 第四步：发布你的软件时，连“SMSOCX308.OCX”文件打包发布即可（另外，需在目标电脑上运行一次“控件注册及加密狗驱动安装.exe”）。 【关于授权】 本控件支持两种授权方式：带加密狗和不带加密狗方式 【关于OEM】 一次性定购三个授权以上，免费OEM 【关于驱动安装】 在分发软件时可以通过如下方式隐藏驱动的安装过程: shell "控件注册及加密狗驱动安装.exe /s" ([Controls] using the steps: Step one: with a data cable or infrared setting the SMS cat (or SMS module, mobile phone, etc.) connected to the computer Step 2: Run " controls the registration and dongle driver installation exe." Registration and Control install the dongle driver [Note: No dongle version also need this step! ] The third step: Open your development platform (such as VB, Delphi, VC, PB, net, etc.), you can call the control, the control name is: ShouYan_SmsGate, see " Development Guide" Step Four: Publish your When the software, even the " SMSOCX308.OCX" file packaged and released to (in addition, the need to run a " control registration and dongle driver installation. exe" on the target computer). [Authority] on the control supports two types of license: with and without dongle dongle on the way [OEM] authorized a one-time order of three or more, free OEM [about] when installing the driver software can be distributed in the following wa)

用API函数写的winsock控件源代码.(API function to use the winsock control to write the source code.)

VB编写股票行情小工具MiniStock(MiniStock source)

一款用 VB 编写的智慧旗游戏，看看是否有用(VB prepared with a flag game wisdom. . . .)

说明：  VC资料，内容齐全，是每个程序言的必读书目，也是我们成为一个高级软件工程师的必学知识。(VC is good！)

获取复合文档word/doc excel/xls powerpoint/ppt的信息(Get compound document word doc/excel/XLS powerpoint/powerpoint presentation of information)

SizeDemo_demo 一个非常方便解析,读取xml的类,(SizeDemo_demo a very convenient parsing, read xml class,)

vtkImageViewer2实现的放大，缩小，window color/window level调整(vtkImageViewer2 achieve zoom in, zoom, window color/window level adjustment)

solidworks 二次开发 圆角命令的使用(Secondary Development Category)

求最大公约数和最小公倍数的程序主要是描述如何求最大公约数和最小公倍数。(Seek the greatest common divisor and least common multiple is to describe how the process is essentially seeking the common denominator and least common multiple.)