Carl Pomerance
Published 2019-08-16Version 1
A pair of odd primes is said to be symmetric if they are 1 modulo their difference. A theorem from 1996 by Fletcher, Lindgren, and the current author gets an upper bound for the distribution of primes that belong to a symmetric pair. In this paper that theorem is improved to what is likely to be a best possible result.
Maximal ratio of coefficients of divisors and an upper bound for height for rational maps
Large Even Number Represent The Sum Of Odd Primes
An upper bound for the height for regular affine automorphisms of A^n
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