.net的平台所提供的WebBrowser控件并没有对ActiveX控件的WebBrowser所有事件进行封装，这导致在.net中无法处理某些事件。本代码给出了

这是一个在mfc中做的acitveX的例子，在这个ocx中使用了formview类，就是在activeX中导入form，然后所有的控件在form上实现，就实现了在acitvex中使用菜单，按钮，工具条等 任何控件。-failed to translate

多线程控件开发源代码- The multithreading controls to open the origin code

使用结构数组的类-The class using structural array

COM连接点测试,包括单个和多个连接点,例子比较经典,可作为参考代码-COM connection point tests, including single and multiple connections, the more classic example, the code could be used as reference

在使用MFC的应用程序中使用ATL -Using ATL in MFC application

Common Interface Hardware Inside-Common Interface Hardware Inside

发射点按时地方撒地方撒大法师东方是打发士大夫- 发送方飞洒阿斯蒂芬发生的发生的哀伤的方法

DJGPP This the official DJGPP distribution area. Nearly all people should get the files v2/readme.1st and v2/faq*.zip to figure out what to download. See http://www.delorie.com/djgpp/ for more information. The subdirectories are organized as follows: For DJGPP Version 2.01: v2 DJGPP Version 2.XX v2gnu GNU programs built with/for djgpp V2 v2tk Toolkits for DJGPP V2 (libraries & etc) v2apps Programs built for DJGPP V2 v2misc Other DJGPP V2 stuff If for some reason you need the old DJGPP Version 1.12: v1 DJGPP Version 1.XX (get v1/readme.1st and v1/djgpp.faq) v1gnu GNU programs built with/for djgpp V1 v1tk Toolkits for DJGPP V1 (libraries & etc) v1apps Programs built for DJGPP V1 v1misc Other DJGPP V1 stuff The following files contain information about this archive: README This file FILES Locations of all the files LISTINGS.zip all text files and listings of all the zip files-DJGPP This is the official DJ

We present the technique of the ICA with Reference (ICA-R) to extract an interesting subset of independent sources from their linear mixtures when some a priori information of the sources are available in the form of rough templates (references). The constrained independent component analysis (cICA) is extended to incorporate the reference signals that carry some information of the sources as additional constraints into the ICA contrast function. A neural algorithm is then proposed using a Newton-like approach to obtain an optimal solution to the constrained optimization problem. Stability of the convergence and selection of parameters in the learning algorithm are analyzed. Experiments with synthetic signals and real fMRI data demonstrate the efficacy and accuracy of the proposed algorithm.

一个分隔条/Splitter控件 -a splitter