activity
20102022
most citedEffective Circle Count for Apollonian packings and Closed horospheres

9 citations · 47 across the 20 of their papers we have counts for

collaborators

21 papers

math.NT2022★ 4 cited

Effective equidistribution of primitive rational points on expanding horospheres

Daniel El-Baz, Min Lee, Andreas Strömbergsson

We prove an effective version of a result due to Einsiedler, Mozes, Shah and Shapira on the asymptotic distribution of primitive rational points on expanding closed horospheres in…

math.NT2022

Analogues of the Bol operator for half-integral weight weakly holomorphic modular forms

Nikolaos Diamantis, Min Lee, Larry Rolen

We define an analogue of the Bol operator on spaces of weakly holomorphic modular forms of half-integral weight. We establish its main properties and relation with other objects.

math.NT2022

An extension of Venkatesh's converse theorem to the Selberg class

Andrew R. Booker, Michael Farmer, Min Lee

We extend Venkatesh's proof of the converse theorem for classical holomorphic modular forms to arbitrary level and character. The method of proof, via the Petersson trace formula,…

math.NT2021★ 1 cited

Non-vanishing of symmetric cube -functions

Jeff Hoffstein, Junehyuk Jung, Min Lee

We prove that there are infinitely many Maass--Hecke cuspforms over the field such that the corresponding symmetric cube -series does not vanish at the c…

math.NT2020

Second moments of Rankin-Selberg convolution and shifted Dirichlet series

Jeff Hoffstein, Min Lee

In this paper we work over , for any and write the spectral moment of a product of two distinct Rankin-Selberg convolutions at a general point on the critical line $\fr…

math.NT2020

First moments of Rankin-Selberg convolution of Automorphic Forms on

Jeff Hoffstein, Min Lee, Maria Nastasescu

We obtain a first moment formula for Rankin-Selberg convolution -series of holomorphic modular forms or Maass forms of arbitrary level on , with an orthonormal basis of M…