A NOVEL 3-D VISUALIZATION ALGORITHM FOR RENDERING FRACTAL PATTERNS
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概要
- 論文の詳細を見る
The study of fractal patterns gained its great deal from the study of the quadratic maps. Using quadratic maps many interesting fractal patterns maps are naturally visualized by plots on the Comnplex plane. A matrix of color values can specify a 2-D computer image, but 3-D objects are still aspiring goals, challenging tasks and harder to be described. In this paper we propose an extension algorithm of quadratic fractal maps for visualizing points in the complement of the 3-D fractal patterns. The proposed algorithm has fast computations and simple representation whereby a computer can automaticallly select parameters and generate a large collection of aesthetically appealing 3-D fractal patterns. Moreover, the speed of the computation of our proposed algorithm allows visible surface rendering to be performed simply and efficiently, and in addition makes rendering 3-D fractal patterns reliable for interactive machines.
- 社団法人電子情報通信学会の論文
- 2002-01-10
著者
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Karam Hussein
Ain Shams University Faculty Of Science Math. & Computer Sc. Dept
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Nakajima Masayuki
Graduate School Of Information Sc. & Eng. Tokyo Institute Of Technology
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Nakajima Masayuki
Graduate School Of Information And Engineering Tokyo Institute Of Technology
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Karam Hussein
Ain Shams University Faculty Of Science Math. & Computer Sc.dept.
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