Abstract
The map modulo is related to a variation of the ElGamal digital signature scheme in a similar way as the discrete exponentiation map, but it has received much less study. We explore the number of fixed points of this map by a statistical analysis of experimental data. In particular, the number of fixed points can in many cases be modeled by a binomial distribution. We discuss the many cases where this has been successful, and also the cases where a good model may not yet have been found.
Citation
Matthew Friedrichsen. Joshua Holden. "Statistics for fixed points of the self-power map." Involve 12 (1) 63 - 78, 2019. https://doi.org/10.2140/involve.2019.12.63
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