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20182021
most citedNon-vanishing of symmetric cube -functions

1 citations · 1 across the 3 of their papers we have counts for

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math.NT20211 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.NT2019

Test vectors for Rankin-Selberg -functions

Andrew R. Booker, M. Krishnamurthy, Min Lee

We study the local zeta integrals attached to a pair of generic representations of , , over a -adic field. Through a process of unipotent averaging…

math.NT2018

Values of Harmonic Weak Maass forms on Hecke orbits

Dohoon Choi, Min Lee, Subong Lim

Let , where . For an even integer , let be a meromorphic modular form of weight on . Fo…

math.NT2018

Effective joint equidistribution of primitive rational points on expanding horospheres

Daniel El-Baz, Bingrong Huang, Min Lee

We prove an effective version of a result due to Einsiedler, Mozes, Shah and Shapira who established the equidistribution of primitive rational points on expanding horospheres in t…

math.NT2018

Shifted convolutions and a conjecture by Mazur, Rubin and Stein

Nikolaos Diamantis, Jeffrey Hoffstein, Mehmet Kıral +1

In this paper, a conjecture of Mazur, Rubin and Stein concerning certain averages of modular symbols is proved.