Aperiodic Pseudo Random Number Generation from Chaos

Details Aperiodic Pseudo Random Number Generation from Chaos Aperiodic Pseudo Random Number Generation from Chaos

2012-03-26

arxiv.org/abs/1203.5731v2

Computer Science

Discrete Mathematics

Scientific paper

A random number generator is proposed based on a theorem about chaos in a ?xed point iteration. According to the statement of this theorem, a non converging and non diverging ?xed point iteration, if did not encounter a loop, would exhibit chaotic behavior. It has been shown that many such functions exists, albeit not all suitable for harnessing randomness. Digital com- puter simulations of these functions exhibit pseudo random behavior. Among such functions the iteration : x = cot^2(x) is found to be an apt choice for harnessing randomness from the inherent chaotic behavior of the iteration.

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