搜索资源列表
Project1
- 用户通过鼠标点击窗体然后程序自动绘制多边形。-Mouse click automatic drawing of polygon form
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- GIS，基于AE的地图专题图开发, VB语言-GIS, thematic maps based on maps of AE development, VB language
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- recognition of different characters
project1(program)
- 二叉树搜索树的比较课程作业对数据结构会有更好的认识-Comparison of binary search tree data structures will be course work for a better understanding of
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- hand recognition based on simple extraction
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- xp关机示例程序,delphi编写,32位操作系统关机和98有区别-xp win2000 shutdown
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- delphi micromouse simulation
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- 基于c#的一个文档搜索软件，虽然比较简单，但是还有一点用处-C# in a document-based search software, is a relatively simple, but there is little use
Project1
- 用VB编写的多项式拟合程序 Public Function funPolynomial(Num As Long, x() As Single, y() As Single, Degree As Integer, AA() As Single) As Long 多项式曲线拟合 y=a0+a1*x+a2*x^2+an*x^n Num为输入数据点个数 x()为输入数据点横坐标组成的数组 y()为输入数据点纵坐标组成的数组 Degree为要拟合的多项式曲线次数 A
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- we will use three different ways to solve the problem that given a list of ordered N integers, numbered from 0 to N-1, checking to see that N is not in this list. The three ways are as follows: 1、 Iterative Version 2、 Recursive Version in birn
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- Teste de projeto para leitura de imagens digitais a procura de padroes
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- Constrained LCS. Given two sequences X, Y and a constrained sequence P, a sequence Z is a constrained longest common subsequence for X and Y with respect to P if Z is the longest subsequence of X and Y such that P is a subsequence of Z.
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- this application in csharp form
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- This code will give mpeg2 video compression. It will give figures of motion estimation and motion compensation
Project1
- Enhancement : is the process of an image so that the result is more suitable than the original image for a specific application. by Histogram
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- Strongly connected components of a graph + euler tour-Strongly connected components of a graph+ euler tour
jf
- 完成三角函数积分和多项式的符号积分功能比较强大，欢迎下载-applied for treometric and polynomial integral/pku SICP project1
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- 用C# 实现消息队列，可以进行不同应用程序的通信。-With the C# implementation of the message queue, can be different applications of communication.
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- Encode/decode to ldpc-blockcode
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- 这个也是一个基于j2ee的项目....不过功能比较简单...只实现了顾客登陆和注册-This is also a j2ee based project .... but function is relatively simple ... just to achieve the customer login and registration