Seokho Jin

collaborators

4 papers

math.CV2026

Jacobi Endpoint Pencils and Sharp Interlacing for Centered Binomial Samples

Seokho Jin

For an even or odd real entire function $H$ of order at most one, let $B_{2 n + 1} [H]$ denote its centered binomial sample of odd degree. After removing the zero at $z = \pm 1$ forced by…

math.NT2026

Odd Parts of Derivative Period Polynomials: Zero Geometry and a Logarithmic Transition

Seokho Jin

Let $f$ be a normalized level-one Hecke eigenform of even weight $k$ , and let $Q_{f, m}$ be the derivative period polynomial formed from the critical values of the $m$ -th derivative…

math.NT2026

Sharp Circular Sampling and Derivative Period Polynomials

Seokho Jin

We determine the exact maximal reflected zero region that forces centered binomial samples of a balanced entire function to have all zeros on the unit circle. In degree $d \geq 2$ , th…

math.NT2025

A truncated inner product formula in the geometry of numbers

Seokho Jin, Seungki Kim

We study the statistical distribution of primitive sublattices in the space of lattices $SL (n, Z) \ SL (n, R)$ . A central difficulty in this a…