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netmesh_portal
- JDOM解析XML做的一个基于网格的portal程序，收集一些各节点主机的基本信息，涉及一个遍历算法。开发平台：Elipse3.1+JBO-JDOM parsing XML to do a grid-based portal procedures, the nodes collect some basic information mainframe, involving a traversal algorithm. Development platform : Elipse3.1 JBO
Draw3RectLine
- 这是一个简单的三维柱状图绘制程序，数据由程序直接给定，并且带有网格标注。-This is a simple three-dimensional histogram mapping, data directly to the programs, and were marked with a grid.
159951
- 营销网格图——从销售到营销 当你的市场需要变革，你却不知道如何下手的时候；当你的营销团队自满于现状，而你需要继续激励你的营销团队的时候；当你准备评估你正在进行的销售方式，期望把握其效果的时候；当你想对你的营销人员个人工作成绩作出评估，以便更准确地培训与考核的时候；当你的产品销售周期很长，而你需要时刻控制其进度检查其效果的时候……销售网格图不仅仅是你营销管理的一个工具，甚至是你营销管理的利器，虽然她的诞生已经有几十年了。-marketing grid map -- from sales to
thomp
- 网格计算程序，求解La氏方程，生成二维网格-grid, La Solution's equation, generating two-dimensional grid
nso
- 对二维粘性不可压N-S方程求解，生成O型网格-right 2D viscous incompressible Navier-Stokes equations are solved, Generation O Grid
hhgz
- 编译环境Delphi7+Win2000 用到的控件 ReportMachine2.6 InfoPower4000Pro_vcl7 RxLib2.7 SkinEngine 3.47 DevExpress Bars4.2 DevExpress QuantumGrid Pro3.22 VCLZip2.23 sncCurrency AgentObjects_TLB（自己在Delphi倒入吧）-build environment Delphi7 Win2000
9313644-2
- The C# program will display a mine field, plant mines, and provide hints on the number of mines around each grid. The player can therefore enjoy a typical Minesweeper game on a Smartphone.-The C# program will display a mine field, plant mines, and pr
bpsk_dsss
- There are two files in the zip folder. bpsk_spread.m and jakesmodel.m Steps for simulation: 1] Run jakesmodel.m first 2] Then run bpsk_spread.m . 3] Note that during the first run bpsk_spread.m has no rayleigh fading.This is because the corre
dem_make_show
- 基于散点数据生成dem文件（virtual zuo 格式），同时完全模拟了dem数据绘制格网的算法（抗无效点(-9999.9)分析）,非基于opengl！-based on discrete data generated dem paper (virtual zuo format), while fully simulated dem data mapping grid algorithm (anti invalid points (-9999.9) Analysis) non-based op
Control_DataGrid_src
- 一个学习C#window编程中，datagridview控件 的使用的代码有很好实用价值。我就是参照他的才对grid有个理解。-a learning C# programming window, datagridview control the use of the code is a good practical value. I was of them is right along the lines of a grid-understanding.
GridCoordsCal
- 一个格网高程插值程序,内有说明，好用的很-a grid elevation interpolation procedure, which is described, in very handy
google9_3
- You are given a String[] grid representing a rectangular grid of letters. You are also given a String find, a word you are to find within the grid. The starting point may be anywhere in the grid. The path may move up, down, left, right, or diagonally
customgrids
- 已知有规律的网格区域，和一定数量的测量值，计算每个区域的最大值，并按照自定义的区域规则，计算相应的最大值，三维显示不同的大小的网格和相应的最大值。-known to the law of the regional grid, and the number of measurements to calculate the maximum value in each region, since accordance with the definition of regional rules, the
mgd9v
- 本程序是网格计算的高效方法，目前这种方法得到了广泛的应用。-this procedure is highly effective method of grid computing, the current approach to a wide range of applications.
DBGridExample_Full
- 比较全面的介绍DBGrid的使用例子： 如隔行改变网格背景色、在DBGrid中插入SpinEdit组件示例、DrawDataCell事件是绘制单元格、显示DBComboBox等-more comprehensive presentation DBGrid use examples : If interlaced grid change the background color, in DBGrid component inserted SpinEdit example, DrawDataCe
knignt
- 求解骑士游历问题的程序。骑士游历问题是在8X8格的国际象棋棋盘上随意放置一个马，按照马走“日”字的规则对马进行操作，问是否能够不重复的走遍棋盘的每个格。-Cavaliers traveled problem solving process. Cleveland traveled problem is the 8x8 grid of international chess pieces on dumped a horse, according to Ma take "days"
griddemos
- 网格控件的用途非常广泛，利用CGirdCtrl控件，根据需要实现了类似EXCEL的可合并单元格的界面，这是一个可以直接拿来使用的封装类-Grid Control uses a very extensive use CGirdCtrl controls, in accordance with the need to achieve a similar merger of Excel cells interface This is a direct use of Packaging Category
XStringGrid
- 一种使用非常简单方便的表格控件，可以改变每个格的颜色-use a very simple form of control, can change the color of each grid
knight
- “八皇后”问题归朔法求解。八皇后问题是一个古老而著名的问题，该问题是十九世纪著名的数学家高斯1850年提出：在8X8格的国际象棋上摆放八个皇后，使其不能互相攻击，即任意两个皇后都不能处于同一行、同一列或同一斜线上，问有多少种摆法。 高斯认为有76种方案。1854年在柏林的象棋杂志上不同的作者发表了40种不同的解，后来有人用图论的方法解出92种结果。-"8 Queen" The problem Schomburg method. 8 Queen's problem is
TTQ
- 跳子棋程序的实现不算太难，但却也有一点复杂。主要原因可能就是它的棋盘为一个不规则的图形。思路是：把棋盘121棋格分为7个区，中间为0区，上为1区，逆时针至右上角。-jump-game procedure is not hard to achieve, but they are a bit complicated. It is probably mainly due to a chessboard irregular graphics. Ideas : 121 chess board put gr