登录
首页 » Visual C++ » Mask2.0-

Mask2.0-

于 2015-01-21 发布 文件大小:1711KB
0 163
下载积分: 1 下载次数: 6

代码说明:

  Mask2.0墨客vip无后门版本 Mask2.0 calligraphers VIP version without the back door (Mask2.0 calligraphers VIP version without the back door )

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • SVG
    SVG matlab仿真模型 绝好的学习资料 无功补偿 谐波抑制(SVG matlab simulation model excellent learning materials reactive power compensation harmonic suppression)
    2014-03-07 09:22:00下载
    积分:1
  • scankernel
    Kernel for All Windows Version make all of them going to die hardware
    2014-10-02 16:19:05下载
    积分:1
  • software-for--Astrodynamics
    非常有用的卫星轨道参数计算模块,很方便进行轨道特性分析。(This is a very useful toolbox for satellite s trajectory parameter computation )
    2014-02-18 13:47:24下载
    积分:1
  • DLLTest200
    DLLTest200.rar,动态库的程序,写的简单易懂,可以参考(DLLTest200.rar,special for dll)
    2013-12-15 12:23:18下载
    积分:1
  • biaokuai
    利用c++编程,该程序实现了不使用标准块输入访问simulink信号(Using c++ programming, the program achieved without the use of standard access simulink block input signal )
    2014-12-14 15:30:33下载
    积分:1
  • 北京
    选择一种编码方式。在这里可以采用行编码和列编码,但经过大量的实验表明,这两种编码方式的抗干扰性能不佳(choose a coding. The trip here can be used coding and coding out, but after a lot of experiments showed that both the encoding anti-jamming performance poor)
    2005-05-08 21:10:27下载
    积分:1
  • matlab-guide-to-finite-element
    国外计算机经典教材,MATLAB有限元分析与应用。该书为中译本,详尽介绍了有限元分析的各种方法。(MATLAB guide to finite elements.)
    2013-12-24 00:07:01下载
    积分:1
  • matlabengine
    vc++调用matlab,利用matlab引擎(vc++ call matlab, using matlab engine)
    2008-05-26 20:55:00下载
    积分:1
  • CalculateRate
    用matlab编写的基于人脸识别系统,文献可参考"Eigenfaces vs. Fisherfaces: Recognition using class specific linear projection."已经测试过程序可正常运行没有问题(Prepared using matlab face recognition system based on the literature may refer to " Eigenfaces vs. Fisherfaces: Recognition using class specific linear projection." Procedures have been tested there is no problem running)
    2010-08-03 15:57:29下载
    积分:1
  • chap11
    syms x g=exp(x*sin(x)) t=taylor(g,12,2) xd = 1:0.05:3 yd = subs(g,x,xd) ezplot(t, [1,3]) hold on plot(xd, yd, r-. ) title( Taylor approximation vs. actual function ) legend( Taylor , Function )(syms x g = exp (x* sin (x)) t = taylor (g, 12,2) xd = 1:0.05:3 yd = subs (g, x, xd) ezplot (t, [1 , 3]) hold on plot (xd, yd, ' r-.' ) title (' Taylor approximation vs. actual function' ) legend (' Taylor' , ' Function' ))
    2011-07-27 18:12:56下载
    积分:1
  • 696518资源总数
  • 105714会员总数
  • 27今日下载