Difference between revisions of "Tunnel"
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|Image=tunnel.jpg | |Image=tunnel.jpg | ||
|ImageIntro=A fractal image originating from a Mandelbrot set that Jos Leys created using Ultrafractal. | |ImageIntro=A fractal image originating from a Mandelbrot set that Jos Leys created using Ultrafractal. | ||
+ | |ImageDesc=A fractal image originating from a Mandelbrot set that Jos Leys created using Ultrafractal. | ||
|AuthorName=Jos Leys | |AuthorName=Jos Leys | ||
− | |AuthorDesc=Jos Leys creates images from mathematics using | + | |AuthorDesc=Jos Leys creates images from mathematics using programs such as |
+ | Ultrafractal and Povray. He has also created a two hour mathematical | ||
+ | animation film called ''[http://www.dimensions-math.org Dimensions]'', in collaboration with the French | ||
+ | mathematicians E.Ghys and A.Alvarez. | ||
|SiteName=Mathematical Imagery | |SiteName=Mathematical Imagery | ||
|SiteURL=http://www.josleys.com | |SiteURL=http://www.josleys.com |
Revision as of 14:01, 8 July 2008
Tunnel |
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Tunnel
- A fractal image originating from a Mandelbrot set that Jos Leys created using Ultrafractal.
A More Mathematical Explanation
A fractal image originating from a Mandelbrot set that Jos Leys created using Ultrafractal.
A fractal image originating from a Mandelbrot set that Jos Leys created using Ultrafractal.
Teaching Materials
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About the Creator of this Image
Jos Leys creates images from mathematics using programs such as Ultrafractal and Povray. He has also created a two hour mathematical animation film called Dimensions, in collaboration with the French mathematicians E.Ghys and A.Alvarez.
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