This fourth edition of the definitive reference to JavaScript, a scripting language that can be embedded directly in web pages, covers the latest version of the language, JavaScript 1.5, as supported by Netscape 6 and Internet Explorer 6. The book also provides complete coverage of the W3C DOM standard (Level 1 and Level 2), while retaining material on the legacy Level 0 DOM for backward compatibility
标签： JavaScript definitive reference scripting
上传时间： 2013-12-25
上传用户：xuanchangri
thinkinjava2English Thinking in Java, 2nd Edition, Release 11 To be published by Prentice-Hall mid-June, 2000 Bruce Eckel, President, MindView, Inc. Planet PDF brings you the Portable Document Format (PDF) version of Thinking in Java (2nd Edition). Planet PDF is the premier PDF-related site on the web. There is news, software, white papers, interviews, product reviews, Web links, code samples, a forum, and regular articles by many of the most prominent and respected PDF experts in the world. Visit our sites for more detail: http://www.planetpdf.com/ http://www.codecuts.com/ http://www.pdfforum.com/ http://www.pdfstore.com/
标签： thinkinjava2English Prentice-Hall published Thinking
上传时间： 2014-01-15
上传用户：ANRAN
些程序是一个雷达跟踪一目标的仿真图形,可实现kalman滤波的估计轨迹与真实轨迹的误差,并分别可绘出X,Y方向的跟踪误差,对初学都来说,是一个非常好的学习例子
上传时间： 2016-02-04
上传用户：asdkin
可以进行曲线回归拟合算法的四参数算法。函数为 y = (a-d)/(1+(x/c)^b) +d . ec50.m 为其主要函数
上传时间： 2016-02-04
上传用户：我干你啊
（1）利用多项式拟合的两个模块程序求解下题： 给出 x、y的观测值列表如下： x 0 1 2 3 4 5 y 2.08 7.68 13.8 27.1 40.8 61.2 试利用二次多项式y=a0+a1x+a2x2进行曲线拟合。 （1）多项式拟合方法：假设我们收集到两个相关变量x、y的n对观测值列表： x x0 x1 x2 x3 x4 x5 y y0 y1 y2 y3 y4 y5 我们希望用m+1个基函数w0(x),w1(x),…,wm(x)的一个线形组合 y=a0w0(x)+a1w1(x)+…+amwm(x) 来近似的表达x、y间的函数关系，我们把几对测量值分别代入上式中，就可以得到一个线形方程组： a0w0(x0)+a1w1(x0)+…+amwm(x0)=y0 a0w0(x1)+a1w1(x1)+…+amwm(x1)=y1 … … a0w0(xn)+a1w1(xn)+…+amwm(xn)=yn 只需要求出该线形方程组的最小二乘解，就能得到所构造的的多项式的系数，从而解决问题。
上传时间： 2016-02-07
上传用户：爺的气质
this chapter intrduces the AVR C lib FUNCTIONS.I believe it must be useful for everybody
标签： FUNCTIONS intrduces everybody chapter
上传时间： 2016-02-08
上传用户：D&L37
CrE-ME410_X86_CE40_HPC The .exe file that you will receive upon download is an installer to be executed on a Desktop PC to which your Windows CE device is attached through ActiveSync. Should this fail (and also if it succeeds) you can find a CrE-ME CAB file in the ActiveSync folder on the PC ("\Program Files\Microsoft ActiveSync\NSIcom") which you put on the device to install CrE-ME (by clicking on it as it appears on the device s file explorer).
标签： installer download receive CrE-ME
上传时间： 2016-02-11
上传用户：linlin
One kind of decision-making tree algorithm, can be seen as one kind data mining algorithm ,find the rule from large-scale data middle.
标签： algorithm kind decision-making mining
上传时间： 2014-01-13
上传用户：ruan2570406
libgsmc is a GSM Communications library intended to be used as a foundation for phone applications on linux based handheld mobile phones.
标签： Communications applications foundation intended
上传时间： 2016-02-14
上传用户：ecooo
用C++中的MFC编程实现高斯投影正算和反算 即已知经纬度求X,Y 已知X,Y求经纬度
上传时间： 2016-02-17
上传用户：
