Ian Petrow

activity

20112025

L

-functions of cube-free conductor

61 citations · 272 across the 16 of their papers we have counts for

collaborators

Showing 2018 · math.NTShow all

2 papers · 2 filters

math.NT2018★ 61 cited

The Weyl bound for Dirichlet $L$ -functions of cube-free conductor

Ian Petrow, Matthew P. Young

We prove a Weyl-exponent subconvex bound for any Dirichlet $L$ -function of cube-free conductor. We also show a bound of the same strength for certain $L$ -functions of self-dual $\m…

math.NT2018

The Weyl law for algebraic tori

Ian Petrow

We give an asymptotic evaluation for the number of automorphic characters of an algebraic torus $T$ with bounded analytic conductor. The analytic conductor which we use is defined…

The Weyl bound for Dirichlet L-functions of cube-free conductor

The Weyl law for algebraic tori

The Weyl bound for Dirichlet $L$ -functions of cube-free conductor