Anomalous Primes and the Elliptic Korselt Criterion
Number Theory
2019-07-29 v3
Abstract
We explore the relationship between elliptic Korselt numbers of Type I, a class of pseudoprimes introduced by Silverman in [20], and anomalous primes. We generalize a result in [20] that gives sufficient conditions for an elliptic Korselt number of Type I to be a product of anomalous primes. Finally, we prove that almost all elliptic Korselt numbers of Type I of the form n=pq are a product of anomalous primes
Cite
@article{arxiv.1608.02317,
title = {Anomalous Primes and the Elliptic Korselt Criterion},
author = {Liljana Babinkostova and Jackson C. Bahr and Yujin Kim and Eric Neyman and Gregory K. Taylor},
journal= {arXiv preprint arXiv:1608.02317},
year = {2019}
}
Comments
12 pages, 1 figure