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Opencv2.3-on-VS2008-aVS2010
open2.3在vs 2008 2010上的配置详细图解,希望能帮到你!!(open2.3 on vs 2008 2010)
- 2013-11-04 12:29:55下载
- 积分:1
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vrhms
A car record maintenance system of RTO
- 2016-05-18 19:05:06下载
- 积分:1
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Fourier
基于VC++实现的傅里叶变换源码,效果不错。(Fourier Transform source based on VC++ achieve good results.)
- 2021-02-15 09:59:48下载
- 积分:1
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FEM(VB)
VB编写的一个有限元计算的例子,内容比较全面,包含网格划分,梁,桁架,热传输等情况的计算,以及后处理的显示。(An example of a finite element calculation written in VB, it is more comprehensive, including meshing, calculation beams, trusses, heat transfer, etc.as well as display after treatment.)
- 2020-12-17 17:19:11下载
- 积分:1
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QoS
说明: 详细介绍了VLAN的划分以及802.1Q二层优先级的知识。(Details of the division of VLAN and 802.1Q Layer 2 priority of knowledge)
- 2016-03-09 10:26:35下载
- 积分:1
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source
battlecity游戏源码.VC编写.(Source battlecity game. VC preparation.)
- 2009-04-19 19:59:13下载
- 积分:1
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bombsetting
VC++编写的完整布雷程序,已经过测试,性能稳定,包含源文件和可执行文件.(VC++ written a complete mining process ,which has been tested, It s a stable performance, including the source files and executable file.)
- 2010-07-04 20:50:39下载
- 积分:1
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medo
设X[ 0 : n - 1]和Y[ 0 : n – 1 ]为两个数组,每个数组中含有n个已排好序的数。找出X和Y的2n个数的中位数。 编程任务 利用分治策略试设计一个O (log n)时间的算法求出这2n个数的中位数。 数据输入 由文件input.txt提供输入数据。文件的第1行中有1个正整数n(n<=200),表示每个数组有n个数。接下来的两行分别是X,Y数组的元素。结果输出 程序运行结束时,将计算出的中位数输出到文件output.txt中(Let X [0: n- 1] and Y [0: n- 1] for the two arrays, each array containing the n number has been sorted. 2n X and Y to identify the number of digits. programming tasks using the divide and conquer strategy try to design an O (log n) time algorithm to calculate this median number 2n. Data input by the input data provided input.txt file. The first line in the file has a positive integer n (n < = 200), that there are n numbers of each array. The next two lines are the X, Y array elements. The end result is output program runs, the calculated median output to file output.txt)
- 2021-03-22 16:29:16下载
- 积分:1
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collisiondetection
在vc++环境下使用opengl语言进行碰撞检测(In vc++ environment to use opengl collision detection language)
- 2009-09-14 10:03:18下载
- 积分:1
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disable_all_threadwindow
Disable本线程所有的顶部窗口(Disable all the top windows of current thread)
- 2020-07-01 00:40:02下载
- 积分:1