Affiliation:
1. IBM T. J. Watson Research Center, Yorktown Heights, NY
Abstract
Chaos theory involves the study of how complicated behavior can arise in systems that are based on simple rules, and how minute changes in the input of a system can lead to great differences in the output. Using computer graphics, the dynamic behavior of chaos-producing networks is explored, and convergence maps reveal a visually striking and intricate class of displayable objects.
Publisher
Association for Computing Machinery (ACM)
Reference37 articles.
1. A computer microscope zooms in for a look at the most complex object in mathemalics;Dewdney K.;Sci. Ant.,1985
2. Fisher A. Chaos: The ultimate asymmetry. Mosaic 16 1 (}an.-Feb. 1985) 24-30. Fisher A. Chaos: The ultimate asymmetry. Mosaic 16 1 (}an.-Feb. 1985) 24-30.
3. Grunbaum B. and Grunbaum Z. Symmetry in Moorish and olher ornaments. Comput. Math. Appl. 12B (Jan.-Apr. 1986) 641-653. Grunbaum B. and Grunbaum Z. Symmetry in Moorish and olher ornaments. Comput. Math. Appl. 12B (Jan.-Apr. 1986) 641-653.
4. Strange attractors;Hoi~tadter D;Sci. Am.,1981
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