Kerry Mitchell (born 1961) is an American artist known for his algorithmic art and fractal art, which has been exhibited at the Nature in Art Museum,[ The Bridges Conference,][ and the Los Angeles Center for Digital Art,][ and for his "Fractal Art Manifesto".][
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Life
Mitchell was born in Iowa, United States, in 1961. His parents were LeRoy and Shirley Mitchell. His father was an art teacher and mother was a stay-at-home mother until Mitchell started seventh grade. Mitchell was a Presidential Scholar in 1979 and went on to pursue engineering at and graduated from Purdue University in aerospace engineering, did a master's degree at Stanford University, and then a PhD work at Purdue. He worked at NASA doing aerospace research. He then worked as a scientist at Arizona Science Center. He served as a mathematics and science professor at the University of Advancing Technology in Tempe, Arizona. As of 2015, he works as a manager at Maricopa County Community College District in Tempe, Arizona. (2026). 140083905X, Princeton University Press. 140083905X
Artwork
Alongside his technical career, Mitchell works on algorithmic art. He ascribes his artistic awakening to a 1985 article in Scientific American on the Mandelbrot set, explaining:[
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In 1999, Mitchell published his Fractal Art Manifesto.
Mitchell also prepared tutorials on how to create fractal art with tools including Ultra Fractal.
Exhibitions, collections
Works
Books
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Selected Works (self-published with Lulu.com), 2009.
Papers
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Fractal Art Manifesto, 1999
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Introduction to Ultra Fractal version 2, 2001
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Using Ultra Fractal as a Drawing Tool, 2001
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Techniques for Artistically Rendering Space-Filling Curves
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A Statistical Investigation of the Area of the Mandelbrot Set, 2001
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Rendering Fractal Images using Photographs, 2001
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Modeling Vortical Flows
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Fractal Tessellations and the Pythagorean Theorem
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Sequences and Patterns Arising from Mancala on an Infinite Board
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Toward a Chaotic World View [5]
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Transcendental Signature Sequences
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Fun with Chaotic Orbits in the Mandelbrot Set [6]
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Spirolateral Images from Integer Sequences [7]
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Fun with Whirls [8]
External links
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