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SIGGRAPH
1989
ACM

Ray tracing deterministic 3-D fractals

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Ray tracing deterministic 3-D fractals
As shown in 1982, Julia sets of quadratic functions as well as many other deterministic fractals exist in spaces of higher dimensionality than the complex plane. Originally a boundary-tracking algorithm was used to view these structures but required a large amount of storage space to operate. By ray tracing these objects, the storage facilities of a graphics workstation frame buffer are sufficient. A short discussion of a specific set of 3-D deterministic fractals precedes a full description of a ray-tracing algorithm applied to these objects. A comparison with the boundarytracking method and applications to other 3-D deterministic fractals are also included. CR Categories and Subject Descriptors:
John C. Hart, Daniel J. Sandin, Louis H. Kauffman
Added 11 Aug 2010
Updated 11 Aug 2010
Type Conference
Year 1989
Where SIGGRAPH
Authors John C. Hart, Daniel J. Sandin, Louis H. Kauffman
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