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CG
2000
Springer

Chaotic attractors with cyclic symmetry revisited

9 years 3 months ago
Chaotic attractors with cyclic symmetry revisited
Chaotic attractors generated by the iteration of polynomial functions with cyclic symmetry have been the subject of recent study. A new formulation is investigated which generates cyclic symmetry using arbitrary functions. This allows the use of diverse function classes including functions with various types of singularities. The resulting images have significantly more diversity than those arising from polynomials yet the cyclic symmetry of the chaotic attractor is preserved.
Kevin C. Jones, Clifford A. Reiter
Added 17 Dec 2010
Updated 17 Dec 2010
Type Journal
Year 2000
Where CG
Authors Kevin C. Jones, Clifford A. Reiter
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