1 citations · 1 across the 7 of their papers we have counts for
9 papers
Disconnectedness of the Hilbert Schemes of
Minyoung Jeon
In this note, we show that the Hilbert scheme associated with the Hilbert polynomial is disconnected by determining that it has exa…
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…
Irreducible Characteristic Cycles for Orbit Closures of a Symmetric Subgroup
William Graham, Minyoung Jeon, Scott Joseph Larson
Let and with , where the groups are taken over $\C$. In this paper we study a certain family of -orbit closures on the flag variety $…
Motivic Classes of isotropic degeneracy loci and symmetric orbit closures
Minyoung Jeon
We provide explicit formulas for computing the motivic Chern and Hirzebruch classes of degeneracy loci, especially those coming from the symplectic and odd orthogonal Grassmannians…
Cohomological rank functions and syzygies of projective bundles on abelian varieties
Minyoung Jeon, Sofia Tirabassi
We use Jiang--Pareschi's cohomological rank functions and techniques developed by Caucci and Ito to study syzygies of projective bundles on abelian varieties. Consequently, we gene…
Euler Characteristics of Brill-Noether Loci on Prym Varieties
Minyoung Jeon
In this article we propose formulas for the connected K-theory class of the pointed Brill-Noether loci in Prym varieties, which extends the result by Concini and Pragacz. Applying…
The multiplicity of a singularity in a vexillary Schubert variety
David Anderson, Takeshi Ikeda, Minyoung Jeon +1
In a classical-type flag variety, we consider a Schubert variety associated to a vexillary (signed) permutation, and establish a combinatorial formula for the Hilbert-Samuel multip…
Covexillary Schubert varieties and Kazhdan-Lusztig Polynomials
Minyoung Jeon
We establish combinatorial and inductive formulas for Kazhdan-Lusztig polynomials associated to covexillary elements in classical types, extending results of Boe, Lascoux-Schützenb…
Mather classes of Schubert varieties via small resolutions
Minyoung Jeon
We express a Schubert expansion of the Chern-Mather class for Schubert varieties in the even orthogonal Grassmannian via integrals involving Pfaffians and pushforward of the small…