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Mathematical art design ♠ Abstract ♣ 3D Digital Art

Wallpaper image: Mathematical art design, Abstract, 3D Digital Art, Abstract digital fantasy, computer desktop, Contemporary 2d art image artistic Digital artwork designs ingenious inspirational, modern images, matte painting shows. Fantasy freeware downloads conceptual PhotoShop intangible nonfigurative fractal, artwork.

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Mathematical art design © by FractalWiz
Abstract ornamental design
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Fractal ornamental design
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Fractal tornado design
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There are a 3D versions of Julia Sets, which are called quaternions. Since quaternions have 4 terms, the fractal is 4-dimensional. We manage to display them by taking 3D "slices" of the fractals at certain places. The following picture is an example
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Image views: 931    month: 15    today: 1
Category: 3D Digital Art
Genre: Abstract   
Wallpaper downloads: 3310
Original picture size: 1280 x 768 pix.
file size: 261.89 kb.
Wallpaper standard size: Mathematical art design, 3D Digital Art
View or Download image: "Mathematical art design" by FractalWiz
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This image may fit the standard computer monitor resolutions:
800x600 Normal 4:3
1024x768 Normal 4:3
1280x960 Normal 4:3
1280x1024 Normal 5:4
Widescreen desktop wallpaper image sample: Mathematical art design, 3D Digital Art
This image is suitable for the widescreen computer monitors as well:
1280x720 Wide 16:9
1280x800 Wide 16:10
1440x900 Wide 16:10
1680x1050 Wide 16:9
1280x720 HD TV
1366x768 HD TV
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Web: Fractal Explorer
Fractal art tutorial for beginners, fractal art, free fractal programs and screensavers. Applied Mathematics, Complex Systems, Fractals.
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added: 2009-01-18 22:58:02
Terms of Use © Mathematical art design

You may use this image personally or on your website for recommendation and education purpose only by placing one of the mandatory reference links below.

Please email the artist directly in order to get any commercial image usage permissions.
Email us if you have any other questions. You can find the artist contact info on artist's personal website.
Artists remain the original copyright holder in all materials. Use of any of their material inconsistent with the terms and conditions is prohibited and is considered an infringement of the copyrights of the respective holders unless specially stated otherwise.
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