i2c总线的程序设计，可以实现信息传输，是总线的一种

关于pc各种接口的标准文件-pc on a variety of interface standards document

《Java联想（中文）》.rar-"Java Lenovo (Chinese)." Rar

这个是gtk的函数手册；chm文档，赶快来下载；错过了别后悔；-This is a function of gtk manual chm files to download as soon as possible missed Do not regret it

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Windows NT下的DOS命令行参考, 包括从a-z的所有Dos命令功能,格式及其例子 是bat批处理学习的最佳资料-Windows NT under the DOS command-line reference, including from az all Dos command functions, format and its example is the best bat batch learning information

图论中最小生成树Kruskal算法 及画图程序 M-函数 格式 [Wt,Pp]=mintreek(n,W)：n为图顶点数,W为图的带权邻接矩阵，不构成边的两顶点之间的权用inf表示。显示最小生成树的边及顶点, Wt为最小生成树的权,Pp(:,1:2)为最小生成树边的两顶点,Pp(:,3)为最小生成树的边权,Pp(:,4)为最小生成树边的序号 附图,红色连线为最小生成树的图 例如 n=6 w=inf*ones(6) w(1,[2,3,4])=[6,1,5] w(2,[3,5])=[5,3] w(3,[4,5,6])=[5,6,4] w(4,6)=2 w(5,6)=6 [a,b]=mintreek(n,w) -Graph theory Kruskal minimum spanning tree algorithm and Paint program M-function format [Wt, Pp] = mintreek (n, W): n for the map Vertices, W for weighted graph adjacency matrix, does not constitute the edge of the two vertices of between the right to express with inf. Show the minimum spanning tree of edges and vertices, Wt right for the Minimum Spanning Tree, Pp (:, 1:2) for the minimum spanning tree edges of the two vertices, Pp (:, 3) for the minimum spanning tree of the right side, Pp ( :, 4) For the minimum spanning tree graph edge serial number, red connection for the minimum spanning tree of graph such as n = 6 w = inf* ones (6) w (1, [2,3,4]) = [ 6,1,5]

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第2章提供了一个在Symbian操作系统的线程大致介绍。线程功能 物业是在第三章描述。第四章涉及不同的线程间 通讯的方法。线程之间的同步解释第5章， 和第6章给出了进一步阅读一些参考。-Chapter 2 provides a general introduction to threads in Symbian OS. Thread functionality and properties are described in Chapter 3. Chapter 4 deals with different inter-thread communication methods. Synchronization between threads is explained in Chapter 5, and Chapter 6 gives a few references for further reading.