Paul Pollack

collaborators

2 papers

math.NT2016

The truth about torsion in the CM case, II

Pete L. Clark, Paul Pollack

Let $T_{CM} (d)$ be the largest size of the torsion subgroup of an elliptic curve with complex multiplication (CM) defined over a degree $d$ number field. Work of Breuer and Cla…

math.NT2014

Bounded gaps between primes with a given primitive root, II

Roger C. Baker, Paul Pollack

Let $m$ be a natural number, and let $Q$ be a set containing at least $exp (C m)$ primes. We show that one can find infinitely many strings of $m$ consecutive primes each…