Thomas Wright

collaborators

3 papers

math.NT2026

Trilinear Kloosterman fractions II: subdyadic intervals and nearly balanced convolutions

Thomas Wright

This paper broadens the range on which Fouvry and Radziwiłł's results on nearly balanced convolutions apply. In particular, let $α_{m}$ and $β_{n}$ be sequences supported on $m \sim M$ …

math.NT2026

Trilinear Kloosterman fractions I: partially fixed moduli and unbalanced convolutions

Thomas Wright

In this paper, we improve on Fouvry and Radziwiłł's results on unbalanced convolutions. In particular, we find that if $(α_{m})$ and $(β_{n})$ are sequences supported on $m \sim M$ and…

math.NT2025

Carmichael Numbers with a Specified Number of Prime Factors

Daniel Larsen, Thomas Wright

For every sufficiently large integer $R$ , there exists a Carmichael number with exactly $R$ prime factors.