Cell-cell adhesion and multiphase Hele-Shaw flow as a singular limit of a Keller-Segel system,
Sogang University PDE Seminar, Sogang University, Seoul, KOR, Jun 2026.
Cell-cell adhesion and multiphase Hele-Shaw flow as a singular limit of a Keller-Segel system,
KIAS Seminar, Korea Institute for Advanced Study (KIAS), Seoul, KOR, Jun 2026.
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.