Minyoung Jeon

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20212026

most citedThe multiplicity of a singularity in a vexillary Schubert variety

1 citations · 1 across the 7 of their papers we have counts for

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math.AG2026

Disconnectedness of the Hilbert Schemes of $E_{6} / P_{6}$

Minyoung Jeon

In this note, we show that the Hilbert scheme $Hilb_{P_{d, 4} (t)} (E_{6} / P_{6})$ associated with the Hilbert polynomial $P_{d, 4} (t)$ is disconnected by determining that it has exa…

math.AG2026

Nef Cones of Hilbert Schemes of Orthogonal Grassmannians

Minyoung Jeon

We show the number of connected components of the Hilbert scheme of orthogonal Grassmannians under certain condition, and use this result to describe the geometry of the Hilbert sc…

math.AG2026

Irreducible Characteristic Cycles for Orbit Closures of a Symmetric Subgroup

William Graham, Minyoung Jeon, Scott Joseph Larson

Let $G = G L (n)$ and $K = G L (p) \times G L (q)$ with $p + q = n$ , where the groups are taken over $\C$. In this paper we study a certain family of $K$ -orbit closures on the flag variety $…

Disconnectedness of the Hilbert Schemes of E6​/P6​

Nef Cones of Hilbert Schemes of Orthogonal Grassmannians

Irreducible Characteristic Cycles for Orbit Closures of a Symmetric Subgroup

Disconnectedness of the Hilbert Schemes of $E_{6} / P_{6}$