Junehyuk Jung

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20112025

most citedQuantitative quantum ergodicity and the nodal domains of Maass-Hecke cusp forms

8 citations · 20 across the 12 of their papers we have counts for

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math.DG2019★ 3 cited

Topology of the nodal set of random equivariant spherical harmonics on $S^{3}$

Junehyuk Jung, Steve Zelditch

We show that real and imaginary parts of equivariant spherical harmonics on $S^{3}$ have almost surely a single nodal component. Moreover, if the degree of the spherical harmonic is…

math.DG2011

Sharp bounds for the intersection of nodal lines with certain curves

Junehyuk Jung

Let $Y$ be a hyperbolic surface and let $ϕ$ be a Laplacian eigenfunction having eigenvalue $- 1/4 - τ^{2}$ with $τ > 0$ . Let $N (ϕ)$ be the set of nodal lines of $ϕ$ . For a fixed analytic…

Topology of the nodal set of random equivariant spherical harmonics on S3

Sharp bounds for the intersection of nodal lines with certain curves

Topology of the nodal set of random equivariant spherical harmonics on $S^{3}$