Geometric flows 

1. Rigidity of ancient ovals in higher dimensional mean curvature flow (with Beomjun Choi and Jingze Zhu)

 arXiv:2504.09741,  2025

2. The blowdown of ancient noncollapsed mean curvature flows (with Robert Haslhofer)

 arXiv:2106.04042,  2021

3. Spectral quantization of ancient asymptotically cylindrical flows (with Jingze Zhu)

Adv. Math, 2025

4. Classification of bubble-sheet ovals in R^4 (with Beomjun Choi, Panagiota Daskalopoulos, Robert Haslhofer, Natasa Sesum)

Geom & Topol. 2025

5. On uniqueness and nonuniqueness of ancient ovals (with Robert Haslhofer) 

       Amer. J. Math (to appear), arXiv:2105.13830, 2024

6. Hearing the shape of ancient noncollapsed flows in R^4 (with Robert Haslhofer) 

Comm. Pure Appl. Math, 2024

7. A nonexistence result for rotating mean curvature flows in R^4 (with Robert Haslhofer)
   J. Reine Angew. Math, 2023

8. Bounded diameter under mean curvature flow

J. Geom Anal, 2021

Minimal surfaces

1. A half-space Bernstein theorem for anisotropic minimal graphs, (with Connor Mooney, Yang Yang, Jingze Zhu)

J. Eur. Math. Soc (to appear), arXiv:2312.07519, 2025

2. Flatness of anisotropic minimal graphs in R^{n+1}, (with Yang Yang) 

Math. Ann, 2024

Allen-Cahn equations

1. Flat level sets of Allen-Cahn equation in half-space, (with Ling Wang, Yang Yang)

arXiv:2412.20335,  2024

2. Regularity of interfaces of Allen-Cahn equation and its geometric application (with Akashdeep Dey, Davide Parise, Lorenzo Sarnataro)

coming soon.

Geometric inequalities

1. Wulff inequality for minimal submanifolds in Euclidean space (with Yuchao Yi, Ziyi Zhao)

arXiv:2412.19063,  2024