• Existence of flat flows for volume-preserving mean curvature flow with contact angle,

The Baylor Applied Math Seminar, Baylor University, Waco, Texas, USA, Feb 2026.

• Existence of flat flows for volume-preserving mean curvature flow with contact angle,

The 21st KIAS Winter School on Geometry, Jeongseon, Kangwon-do, KOR, Jan 2026.

• Minimum eradication time for time-varying SIR models,

AMS Sectional Meeting, UK-Lawrence, Lawrence, Kansas, USA, Mar 2025.

• Periodic homogenization of geometric equations without perturbed correctors,

Virtual Analysis and PDE Seminar (VAPS), Video, Dec 2024.

• Discrete coagulation-fragmentation in the critical case,

RIT on Applied PDE, UMD, College Park, Maryland, USA, Nov 2024.

• Periodic homogenization of geometric equations without perturbed correctors,

PDE-Applied Math Seminar, UMD, College Park, Maryland, USA, Sep 2024.

• Periodic homogenization of geometric equations without perturbed correctors,

PDE and Geometric Analysis Seminar, UW-Madison, Madison, Wisconsin, USA, Feb 2024.

• Convergence rate of periodic homogenization of forced mean curvature flow of graphs in the laminar setting,

PDE and Applied Analysis Seminar, POSTECH, Pohang, KOR, Jul 2023.

• Convergence rate of periodic homogenization of forced mean curvature flow of graphs in the laminar setting,

PDE and Analysis Seminar, University of Tokyo, Tokyo, JPN, Jun 2023.

• Convergence rate of periodic homogenization of forced mean curvature flow of graphs in the laminar setting,

Madison Workshop in PDE 2023, UW-Madison, Madison, Wisconsin, USA, May 2023.

• Convergence rate of periodic homogenization of forced mean curvature flow of graphs in the laminar setting,

Mitake-Tran’s PDE Reading Seminar, Video, Apr 2023.

• Level-set forced mean curvature flow with the Neumann boundary condition,

2023 OIST conference on Geometric PDEs and Applications, Okinawa Institute of Science and Technology Graduate University, Okinawa, JPN, Jan 2023.