A fractal set from the binary reflected Gray code
Journal of Physics A: Mathematical and General (2005)
- DOI: 10.1088/0305-4470/38/41/007
- arXiv: nlin/0510032
Available from arxiv.org
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Abstract
The permutation associated with the decimal expression of the binary reflected Gray code with N bits is considered. Its cycle structure is studied. Considered as a set of points, its self-similarity is pointed out. As a fractal, it is shown to be the attractor of a IFS. For large values of N the set is examined from the point of view of time series analysis
Available from arxiv.org
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