Di Liu

most citedA zero density estimate and fractional imaginary parts of zeros for

GL_{2}

L

-functions

2 citations · 2 across the 1 of their papers we have counts for

collaborators

1 paper

math.NT2021★ 2 cited

A zero density estimate and fractional imaginary parts of zeros for $GL_{2}$ $L$ -functions

Olivia Beckwith, Di Liu, Jesse Thorner +1

We prove an analogue of Selberg's zero density estimate for $ζ (s)$ that holds for any $GL_{2}$ $L$ -function. We use this estimate to study the distribution of the vector of…

A zero density estimate and fractional imaginary parts of zeros for GL2​ L-functions

A zero density estimate and fractional imaginary parts of zeros for $GL_{2}$ $L$ -functions