Minhyuk Kwon

most citedRigidity of smooth Schubert varieties in a rational homogeneous manifold associated to a short root

4 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.AG2019★ 4 cited

Rigidity of smooth Schubert varieties in a rational homogeneous manifold associated to a short root

Jaehyun Hong, Minhyuk Kwon

We classify smooth Schubert varieties S_0 in a rational homogeneous manifold S associated to a short root, and show that they are rigid in the sense that any subvariety of S having…

math.AG2016

On embeddings of the Grassmannian $G r (2, m)$ into the Grassmannian $G r (2, n)$

Minhyuk Kwon

In this {paper}, we consider holomorphic embeddings of $G r (2, m)$ into $G r (2, n)$ . We study such embeddings by finding all possible total Chern classes of the pull-back of the univer…

Rigidity of smooth Schubert varieties in a rational homogeneous manifold associated to a short root

On embeddings of the Grassmannian Gr(2,m) into the Grassmannian Gr(2,n)

On embeddings of the Grassmannian $G r (2, m)$ into the Grassmannian $G r (2, n)$