Floyd classic algorithm used to calculate the location of personnel between the...

java包。。包存储在各自的文件夹中并正确继承。这是一个理解软件包的简单程序。

自己的小程序，入门学习的，可能对大家有用~！-Own procedures, entry of the study may be useful to everyone ~!

Windows NT Services library-This library is full encapsulation of Microsoft Windows NT (NT4, 2k, XP and Vista) services API. > SERVICES IMPLEMENTATION* almost full Windows NT API encapsulation* full customization via callback* embeddable in DLL s* full logging support (via Windows events logs)* converts any C/C++ application (and others that support C linkage) in an NT service with just a function call > SERVICES CONTROL* install, modify, remove services* start, stop, pause, restart service* check service status* list services* get extended service informations* dependencies management* remote machine services access > MISC.* ansi/unicode support

This project is designed to be used with Visual C++ 4.1.

静态求两点间距离的程序，不输入点坐标，用VC++编写-Static for the distance between two points of the procedure, do not enter a point of coordinates, with VC++ Prepared

题目：有一个已经排好序的数组。现输入一个数，要求按原来的规律将它插入数组中。 1. 程序分析：首先判断此数是否大于最后一个数，然后再考虑插入中间的数的情况，插入后 　　　　　此元素之后的数，依次后移一个位置。 2.程序源代码：-Title: already have a good sequence of the array row. Now enter a number of requirements in accordance with the laws of the original array to insert it. 1. Program analysis: First, to determine whether this number is greater than the last few, and then inserted between a few to consider the case, insert the following after the element number, followed by one position after the shift. 2. Program source code:

用BMP 作为对话框背景-used as background dialog

资料光盘VC技术实例代码，详细资料资料光盘VC技术实例代码，详细资料

用途：用向量(稀疏存储)形式的Gauss-Seidel迭代解线性方程组Ax=b ％ 格式: x=spgs(A,b，x0,e,N),A为系数矩阵，b为右端向量，x返回解向量。 ％ x0为初值向量(默认原点)，e为精度(默认1e-4),设置迭代次数上限以防发散(默 ％ 认500)。 -purposes : with Vector (sparse storage) form of Gauss- Seidel iterative solution of linear equations Ax = b% Format : spgs x = (A, b, x0, e, N), A coefficient matrix, b subguadratic vector, returning x vector. X0% for initial vector (the default origin), e-precision (default 1e-4), iteration ceiling set to prevent divergence (mime identified 500%).

最小二乘法曲线拟合-least squares curve fitting