Image:Man4period.jpg

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[edit] Summary

Adam Majewski
Mandelbrot set for map: Z(n+1)=Z(n)*Z(n) +C
External rays for angles of form  : n / ( 24 - 1)
(1/15,2/15)
(3/15, 4/15)
(6/15, 9/15) landing on the root point c= -5/4
(7/15, 8/15)
(11/15,12/15)
(13/15, 14/15)
landing on the root points of period 4 components.
images made with Mandel - program for DOS by Wolf Jung, version 3.5
see: http://www.iram.rwth-aachen.de/~jung/indexp.html
It is probably mathemathically most advanced program for drawing mandel / Fatou / Julia sets
Commands: 1< enter > ; q = 2 ; e = 0/1 < enter > ; F9 ; < end >
changed to grayscale, resized and converted to jpg using IrfanView
www.irfanview.com/

[edit] Licensing

Public domain

I, the creator of this work, hereby release it into the public domain. This applies worldwide.
In case this is not legally possible,
I grant any entity the right to use this work for any purpose, without any conditions, unless such conditions are required by law.

File history

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  • (del) (cur) 17:17, 18 January 2007 . . Adam majewski (Talk | contribs) . . 300×225 (17,992 bytes) (Adam Majewski<br> Mandelbrot set for map: Z(n+1)=Z(n)*Z(n) +C<br> External rays for angles of form : n / ( 2<SUP>4</SUP> - 1)<br> (1/15,2/15)<br> (3/15, 4/15)<br> (6/15, 9/15) landing on the root point c= -5/4<br> (7/15, 8/15)<br> (11/15,12/15)<br> ()

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