Cycles in random k-ary maps and the poor performance of random random number generation

Mathematics – Probability

Scientific paper

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18 pages

Scientific paper

Knuth shows that iterations of a random function perform poorly on average as
a random number generator. He proposes a generalization in which the next value
depends on two or more previous values. This note demonstrates, via an analysis
of the cycle length of a random k-ary map, the equally poor performance of a
random instance in Knuth's more general model.

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