activity
20162025
most citedNon-vanishing of symmetric cube -functions

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

collaborators

7 papers

math.NT2025

Linnik problem for Maass--Hecke cuspforms and effective multiplicity one theorem

Junehyuk Jung, Min Lee

We investigate two related problems concerning the dimension of joint eigenspaces of the Laplace--Beltrami operator and a finite set of Hecke operators on $\mathbb{X}=\mathrm{PGL}_…

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

Embedding closed totally geodesic surfaces in Bianchi orbifolds

Junehyuk Jung, Alan W. Reid

We study embedding of closed totally geodesic hyperbolic 2-orbifolds in the Bianchi orbifolds . Our main result shows that there is a constant $c…

math.NT2018

Asymptotic trace formula for the Hecke operators

Junehyuk Jung, Simon Marshall, Naser T. Sardari

Given integers , and , we give an explicit formula with an optimal error term (with square root cancelation) for the Petersson trace formula involving the -th and -…

math.SP2018

Boundedness of the number of nodal domains for eigenfunctions of generic Kaluza-Klein -folds

Junehyuk Jung, Steve Zelditch

This article concerns the number of nodal domains of eigenfunctions of the Laplacian on special Riemannian -manifolds, namely nontrivial principal bundles over R…

math.NT2018

On the growth of the number of totally geodesic surfaces in some hyperbolic -manifolds

Junehyuk Jung

Let be a positive square-free integer such that there is no invariant of the ideal class group which is divisible by $4…