19 citations · 99 across the 36 of their papers we have counts for
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math.NT2019
Symmetric primes revisited
William Banks, Paul Pollack, Carl Pomerance
A pair of odd primes is said to be symmetric if each prime is congruent to one modulo their difference. A theorem from 1996 by Fletcher, Lindgren, and the third author provides an…
math.NT2019★ 3 cited
Large prime gaps and probabilistic models
William Banks, Kevin Ford, Terence Tao
We introduce a new probabilistic model of the primes consisting of integers that survive the sieving process when a random residue class is selected for every prime modulus below a…
math.NT2019
Congruences with intervals and arbitrary sets
William Banks, Igor Shparlinski
Given a prime , an integer , and an arbitrary set , where is the finite field with elements, let denote…