Stewart Dickson 60 Chestnut Court Champaign, IL 61822 USA +1(217)607-1024 mathart(a)emsh.calarts.eduContact: Impression3D.com
3D Julia Set,
computer-rendered volume visualization, (c) 1993 Stewart Dickson
courtesy of the Williams Gallery.
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3D Julia Set,
computer-rendered volume visualization, (c) 1993 Stewart Dickson
courtesy of the Williams Gallery.
Press Here for more information.
3D Julia Set,
computer-rendered volume visualization, (c) 1993 Stewart Dickson
courtesy of the Williams Gallery.
Press Here for more information.
3D Julia Set,
computer-rendered volume visualization, (c) 1993 Stewart Dickson
courtesy of the Williams Gallery.
Press Here for more information.
3D Julia Set,
computer-rendered volume visualization, (c) 1993 Stewart Dickson
courtesy of the Williams Gallery.
Press Here for more information.
Convergence map of the procedureZ -> Z^2 + (0.04133,0.62491,0.05,0.05)
rotating in complex four-space.
(1.1Mbyte AVI)
Convergence map of the procedureZ -> Z^2 + (0.04133,0.62491,0.05,0.05)
rotating in complex four-space.
(1.1Mbyte AVI)
3D Julia Set,
computer-rendered volume visualization, (c) 1993 Stewart Dickson
courtesy of the Williams Gallery.
Press Here for more information.
3D Julia Set, Selective laser-sintered
computer-rendered volume visualization, Domensions: 2" X 4" X 1";
(c) 1993 Stewart Dickson courtesy of the Williams Gallery.
Press Here for more information. Press Here for price list.
3D Julia Set,
4 sequential views, rotated about the Z-axis, of a computer-rendered volume
visualization, (c) 1993 Stewart Dickson courtesy of the Williams Gallery.
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512x512x512 Julia set C = (-0.745,0.113,0.01,0.01) rotating in complex 4-space.
(1.5Mbyte Quicktime)
(596Kbyte AVI)
Proposal for the 3D Zoetrope of the
512x512x512 Julia set C = (-0.745,0.113,0.01,0.01) rotating in complex 4-space.
(296Kbyte Quicktime)
(436Kbyte AVI)
Software/Hardware used:Quaternion Julia Set calculator by Stewart Dickson; Kitware's Visualization ToolKit Apple dual-2.7GHz G5 PowerMac.
See also:
A Proposal to Replicate the Fractal Zoom in Three Physical Dimensions
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