6 citations · 11 across the 17 of their papers we have counts for
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An improved bound on the least common multiple of polynomial sequences
Ashwin Sah
Cilleruelo conjectured that if of degree is irreducible over the rationals, then as $N\to\in…
Supertrees
Colin Defant, Noah Kravitz, Ashwin Sah
A -universal permutation, or -superpermutation, is a permutation that contains all permutations of length as patterns. The problem of finding the minimum length of a -…
Patterns of primes in the Sato-Tate conjecture
Nate Gillman, Michael Kural, Alexandru Pascadi +2
Fix a non-CM elliptic curve , and let denote the trace of Frobenius at . The Sato-Tate conjecture gives the limiting distribut…
Möbius formulas for densities of sets of prime ideals
Michael Kural, Vaughan McDonald, Ashwin Sah
We generalize results of Alladi, Dawsey, and Sweeting and Woo for Chebotarev densities to general densities of sets of primes. We show that if is a number field and is any…
Number of arithmetic progressions in dense random subsets of
Ross Berkowitz, Ashwin Sah, Mehtaab Sawhney
We examine the behavior of the number of -term arithmetic progressions in a random subset of . We prove that if a set is chosen by including each element…
Linear extension numbers of -element posets
Noah Kravitz, Ashwin Sah
We address the following natural but hitherto unstudied question: what are the possible linear extension numbers of an -element poset? Let denote the set of all…