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20012023
most citedThe equivalence and the embedding problems for CR-structures of any codimension

57 citations · 115 across the 12 of their papers we have counts for

collaborators

12 papers

math.CV2023★ 1 cited

Proper holomorphic maps between bounded symmetric domains with small rank differences

Sung-Yeon Kim, Ngaiming Mok, Aeryeong Seo

In this paper we study the rigidity of proper holomorphic maps between irreducible bounded symmetric domains and with small rank differences: $2\leq \text…

math.CV2023

Rationality of proper holomorphic maps between bounded symmetric domains of the first kind

Sung-Yeon Kim

Let and be irreducible bounded symmetric domains of the first kind with rank and , respectively and let be a proper holomorph…

math.CV2022

Holomorphicity of totally geodesic Kobayashi isometry between bounded symmetric domains

Sung-Yeon Kim, Aeryeong Seo

In this paper, we study the holomorphicity of totally geodesic Kobayashi isometric embeddings between bounded symmetric domains. First we show that for a -smooth totally geode…

math.CV2022

Totally geodesic discs in bounded symmetric domains

Sung-Yeon Kim, Aeryeong Seo

In this paper, we characterize -smooth totally geodesic isometric embeddings between bounded symmetric domains and which extend -smoothly over s…

math.CV2021

Q-effectiveness for holomorphic subelliptic multipliers

Dmitri Zaitsev, Sung Yeon Kim

We provide a solution to the effectiveness problem in Kohn's algorithm for generating holomorphic subelliptic multipliers for forms for arbitrary . As an application, we…

math.CV2020

Triangular resolutions and effectiveness for holomorphic subelliptic multipliers

Sung-Yeon Kim, Dmitri Zaitsev

A solution to the effectiveness problem in Kohn's algorithm for generating subelliptic multipliers is provided for domains that include those given by sums of squares of holomorphi…