有关VC多线程编程得不错的书记，涵盖了理论，实践等多个方面...

Linux 目录结构及主要内容,分两个压缩包linux1和linux2-Linux directory structure and main contents of two compressed linux1 and linux2

c语言编程宝典，介绍C的基础知识，简单实用！-c language programming canon that introduce the basics of C, simple and practical!

micro sd规范,包括尺寸，代码规范-micro spe

北大Java 语言程序设计 ppt课件及源码-North Java programming language and source courseware ppt

文件名攻心为上 觉得还有用的可下看看，学习学习！ 不一定有用，不一定没用！ 仅供参考！-File name for the hearts and minds feel that there can be used under the look, learn! Not necessarily useful, not necessarily useless! For reference purposes only!

曲线拟合涉及回答两个基本问题: 最佳拟合意味着什么？应该用什么样的曲线？可用许多不同 的方法定义最佳拟合, 并存在无穷数目的曲线. 所以, 从这里开始, 我们走向何方？正如它证实的那 样, 当最佳拟合被解释为在数据点的最小误差平方和, 且所用的曲线限定为多项式时, 那么曲线拟 合是相当简捷的.-Curve fitting involves answering two fundamental questions: What does it mean for the best fit? What should be the kind of curve? Available in many different ways to define the best fitting, and the existence of infinite number of curves. So, from here on, we going? As it proved, when the best fit is interpreted as data points in the smallest error sum of squares, and used to be limited to polynomial curve, then curve fitting is very simple.

这本书不错，推荐-this book is true that recommended

用Java实现的模板可以在上面划各种矩形的源码 推荐-Java implementation of the template used in the above designated recommend a variety of rectangular source

MFC程序开发参考大全(人民邮电出版社)第一章源码-MFC Programming Reference (People

jtag program 的说明,对初学者可能会有帮助,请查看-jtag program description may be helpful for beginners, please see