Stewart Dickson
110 N. Whipple St.
Fort Bragg, CA  95437
(707)813-0385
MathArtSPD@GMail.com

Portfolio of Fermat's Last Theorem

Artist's Statement

Complex Projective Varieties Determined by x^3 + y^3 = z^3 (Fermat's Last Theorem), n = 3, Stereoscopic Mathematica computer rendering, Harvest Fine Art Print on archival paper, (c) 1990 Andrew Hanson, Stewart Dickson.

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Complex Projective Varieties Determined by x^3 + y^3 = z^3 (Fermat's Last Theorem), n = 3. 8.5" X 6.0" X 6.0", Stereolithograph, (c) 1991 Andrew Hanson, Stewart Dickson.

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Complex Projective Varieties Determined by x^5 + y^5 = Z^5 (Fermat's Last Theorem), n = 5, Stereoscopic Mathematica computer rendering, Harvest Fine Art Print on archival paper, (c) 1990 Andrew Hanson, Stewart Dickson.

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Complex Projective Varieties Determined by x^5 + y^5 = Z^5 (Fermat's Last Theorem), n = 5. 9.0" X 6.8" X 6.8", Stereolithograph, (c) 1991 Andrew Hanson, Stewart Dickson.

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A 3-D Zoetrope, Computer-Rendered Proposal.

Complex Projective Varieties Determined by x^7 + y^7 = Z^7 (Fermat's Last Theorem), n = 7, Mathematica computer rendering, (c) 1990 Andrew Hanson, Stewart Dickson.

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Complex Projective Varieties Determined by x^9 + y^9 = Z^9 (Fermat's Last Theorem), n = 9, Mathematica computer rendering, (c) 1990 Andrew Hanson, Stewart Dickson.

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