Image:Biweight.png

From Wikipedia, the free encyclopedia

Wikimedia Commons logo This is a file from the Wikimedia Commons. The description on its description page there is shown below.
Commons is a freely licensed media file repository. You can help.

A vector version of this image (SVG) is available.
It should be used in place of this raster image when superior.


Image:Biweight.png  Image:Biweight.svg

For more information about vector graphics, read about Commons transition to SVG.
There is also information about MediaWiki's support of SVG images.


Български | Deutsch | English | Español | Français | Galego | עברית | Magyar | Bahasa Indonesia | Italiano | 日本語 | 한국어 | Lietuvių | Polski | Português | Русский | Српски / Srpski | Українська | ‪中文(简体)‬ | ‪中文(繁體)‬ | +/-

New SVG image

[edit] Summary

English: This image is an example of a Tukey biweight function. It was created under R by the following code:

f = function(x, c) {

   if (abs(x) < c) {
       return(x*((1-(x/c)^2))^2)
   }
   else {
       return(0)
   }

}

x= (-1000:1000)/100

y[1] = f(x[1], 3)

for (i in x[-1]) {y = c(y, f(i, 3))}

jpeg(filename = "biweight.jpg", width = 480, height = 480)

plot(x, y, type="l", col=2)

dev.off()

Description
Source

w:Image:Biweight.jpg

Date

20 November 2005

Author

wikipedia:en:user:Deimos 28

Permission
(Reusing this image)
Public domain This image has been (or is hereby) released into the public domain by its author, Deimos 28 at the wikipedia project. This applies worldwide.

In case this is not legally possible:
Deimos 28 grants anyone the right to use this work for any purpose, without any conditions, unless such conditions are required by law.

Other versions w:Image:Biweight.jpg

File history

Click on a date/time to view the file as it appeared at that time.

Date/TimeDimensionsUserComment
current20:27, 26 October 2006480×480 (1 KB)Helix84 (== Summary == {{en|This image is an example of a Tukey biweight function. It was created under R by the following code:}} <code> f = function(x, c) { if (abs(x) < c) { return(x*((1-(x/c)^2))^2) } else { return(0) } } x= ()
No pages on the English Wikipedia link to this file. (Pages on other projects are not counted.)