Alexander Dunn

collaborators

2 papers

math.NT2026

Non-vanishing for cubic Hecke $L$ -functions

Chantal David, Alexandre de Faveri, Alexander Dunn +1

Let $I ¨ $ be a primitive cubic root of unity. We study the non-vanishing problem for the family of Hecke $L$ -functions associated to primitive cubic characters defined over the Eise…

math.NT2025

Metaplectic cusp forms and the large sieve

Alexander Dunn

We prove a power saving upper bound for the sum of Fourier coefficients $I ¨ _{f} (\cdot)$ of a fixed cubic metaplectic cusp form $f$ over primes. Our result is the cubic analogue of a…

Non-vanishing for cubic Hecke L-functions

Metaplectic cusp forms and the large sieve

Non-vanishing for cubic Hecke $L$ -functions