Stewart Dickson
60 Chestnut Court
Champaign, IL  61822 USA
+1(217)607-1024

mathart(a)emsh.calarts.edu

Portfolio of Variations on the Costa-Hoffman-Meeks Minimal Surfaces

Genus 4, Three-Ended Minimal Surface, Wavefront computer visualization, (c) 1990 David Hoffman, Stewart Dickson.

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Genus 4, Three-Ended Minimal Surface, 5.4" X 8.5" X 8.5", Stereolithograph, (c) 1990 David Hoffman, Stewart Dickson.

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Genus 1, Four-Ended Minimal Surface Including a Topological Handle, Wavefront computer visualization, (c) 1990, David Hoffman, James Hoffman and Stewart Dickson.

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Genus 1, Four-Ended Minimal Surface Including a Topological Handle, Dimensions: (approx.) 18" X 18" X 18", Stereolithograph, (c) 1990 David Hoffman, James Hoffman and Stewart Dickson. Photo courtesy of Dr. Guy MacDonald, Johnson Controls, Inc.

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Genus 1, Infinite-Ended Minimal Surface Including a Topological Handle, Wavefront computer visualization, (c) 1990 David Hoffman, Stewart Dickson.

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Fundamental Piece, Genus 1, Infinite-Ended Minimal Surface Including a Topological Handle, 6.0" X 6.0" X 8.0", Stereolithograph, (c) 1991 David Hoffman, Stewart Dickson.

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Genus 1, Infinite-Ended Minimal Surface Including a Topological Handle, 24" x 16" x 16", Wax, (c) 1999 David Hoffman, Stewart Dickson.

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Genus 1, Infinite-Ended Minimal Surface Including a Topological Handle, 24" x 16" x 16", Wax, (c) 1999 David Hoffman, Stewart Dickson.

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Genus 1, Infinite-Ended Minimal Surface Including a Topological Handle, 24" x 16" x 16", Wax, (c) 1999 David Hoffman, Stewart Dickson.

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Costa's Genus 1, 3-Ended Minimal Surface, Mathematica stereoscopic computer visualization, (c) 1990 Stewart Dickson.

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MPEG Movie of Torus-to-Costa's Surface Metamorphosis (40587 bytes) (531 kBytes Quicktime) (c) 1990 Stewart Dickson.

Torus-Costa's Surface Metamorphosis, Dimensions: 6" X 8" x 8", Laminated Object Manufacturing, (c) 1995 Stewart Dickson.

Torus-Costa's Surface Metamorphosis, Dimensions: 6" X 8" x 8", Laminated Object Manufacturing, (c) 1995 Stewart Dickson.

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Quicktime movie of a proposal for a 3-D Zoetrope based on the homotopy of a simple torus metamorphosing into the genus 1, three-ended minimal surface. See the full proposal and construction documentation here.

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