GExperts is a set of tools built to increase the productivity of
Delphi and C++Builder programmers by adding several features to the
IDE. GExperts is developed as Open Source software and is contributed
as freeware to the development community. Users are encouraged to
download the source code and submit bug fixes and patches as well as
new features for inclusion in the GExperts distribution.
C++ Template Metaprogramming sheds light on the most powerful idioms of today s C++, at long last delivering practical metaprogramming tools and techniques into the hands of the everyday programmer.
A metaprogram is a program that generates or manipulates program code. Ever since generic programming was introduced to C++, programmers have discovered myriad "template tricks" for manipulating programs as they are compiled, effectively eliminating the barrier between program and metaprogram. While excitement among C++ experts about these capabilities has reached the community at large, their practical application remains out of reach for most programmers. This book explains what metaprogramming is and how it is best used. It provides the foundation you ll need to use the template metaprogramming effectively in your own work.
用php開發的crm系統，
推薦使用php4 + MYSQL 4搭建！！
采用Sugar Suite v4.0.1為核心！
For a list of new features and other important information
about Sugar Suite 4.0.1, please see the ReleaseNotes.doc file.
Our goal continues to be to build the customer relationship management system
that you have always wanted, so your input is vital.
To share ideas with the Sugar community, ask questions, find answers and submit
feedback, please visit our Sugar Forums at http://forums.sugarcrm.com.
xajax is an open source PHP libary for building Web-based Ajax applications. This wiki is a community-edited effort to generate information about and documentation for the xajax project. The base documentation and starter tutorials were written by the xajax authors, but please feel free to contribute to the discussion tabs for each page. Also, you are encouraged to add to the Tips and Tricks section with your own special xajax discoveries.
Global Software:
Why You Should Care
Internationalization is the process of
developing a piece of software from the
ground up so that it can be translated
for a new user community without
recompilation
A Case Study: Replacing the persistence layer of a
Business Process Engine with JDO
The JDO specification (JSR-12) was released from the Java community Process in April
2002. Its goal is to provide transparent persistence to Java classes. David Jordan provides
a concise introduction. Several books are becoming available that provide a more complete description of JDO3.
The Wifidog project is an open source captive portal solution. It was designed primarily for wireless community groups, but caters to various other business models as well. If you have questions about the wifidog project, they may be answered in the FAQ. You may also be interested in seeing some of the community wireless groups, WISP s, universities, and private businesses currently using Wifidog across the globe.
本文從英文C–FAQ (2004 年7 月3 日修訂版) 翻譯而來。本文的中文版權為
朱群英和孫云所有。本文的內容可以自由用于個人目的，但是不可以未經許可出
版發行。英文版權為Steve Summit 所有，詳情見下面的英文版權說明。
The English version of this FAQ list is Copyright 1990-2004 by Steve Summit.
Content from the book 《C Programming FAQs: Frequently Asked Questions》is
made available here by permission of the author and the publisher as a service to
the community. It is intended to complement the use of the published text and is
protected by international copyright laws. The on-line content may be accessed
freely for personal use but may not be republished without permission.
When working with mathematical simulations or engineering problems, it is not unusual to handle curves that contains thousands of points. Usually, displaying all the points is not useful, a number of them will be rendered on the same pixel since the screen precision is finite. Hence, you use a lot of resource for nothing!
This article presents a fast 2D-line approximation algorithm based on the Douglas-Peucker algorithm (see [1]), well-known in the cartography community. It computes a hull, scaled by a tolerance factor, around the curve by choosing a minimum of key points. This algorithm has several advantages:
這是一個基于Douglas-Peucker算法的二維估值算法。
