Existence of Sadovskii Vortex Patch: A Steady Contiguous Vortex-Patch Dipole Solution to the 2D Incompressible Euler Equation
Workshop on PDEs in MOTION, Korea Institute for Advanced Study, Seoul, Korea, September,  2026.

Uniformly Rotating Vortex Patches with 90-Degree Corners for the 2D Incompressible Euler equation
2026 International Congress of Basic Science, Huairou Science City, Beijing, August, 2026.

Existence of Sadovskii Vortex Patch: A Steady Contiguous Vortex-Patch Dipole Solution to the 2D Incompressible Euler Equation
Workshop on Mathematical Fluid Dynamics, Westlake University and Shanghai Feishu Center, July, 2026.

Existence of Sadovskii Vortex Patch: A Steady Contiguous Vortex-Patch Dipole Solution to the 2D Incompressible Euler Equation
The 15th AIMS Conference, School of Philosophy of the National and Kapodistrian University, Athens, Greece, July, 2026.

Self-similar finite-time blowups with singular profiles of 1D models for incompressible Euler equations
Workshop on Fluid Dynamics Equations, Beijing Information Science & Technology University, April, 2026.

Self-similar finite-time blowups with singular profiles of 1D models for incompressible Euler equations
Advances in Fluid Equations Workshop, Duke Kunshan University, November 2025.

Numerical Approaches towards Incompressible Fluid Singularity
The 21st National Symposium on Numerical Methods in Fluid Mechanics, Ili Kazakh Autonomous Prefecture,  August  2025.

Potential multi-scale self-similar finite-time blowups of incompressible Euler equations
7th Workshop on Mathematical Fluid Dynamics, Westlake University, May, 2025.

Self-similar Finite-time Blowups of the 3D Incompressible Euler Equations and Related Models
Youth Academic Symposium on Differential Equations and Nonlinear Analysis, Fudan University, December, 2024.

Self-similar Finite-time Blowups of the 3D Incompressible Euler Equations and Related Models
Workshop on Mixing, Enhanced Dissipation, and Stability Effects in Fluid Dynamics, Tianyuan Mathematical Research Center, Kunming, November 2024.

Potential Multi-scale Self-similar Finite-time Blowups of the 3D Incompressible Euler Equations
Workshop on Singularity Formations and Related Phenomena in Incompressible Fluid Flows, Westlake University, June 2024.

Potential Multi-scale Self-similar Finite-time Blowups of the 3D Incompressible Euler Equations
Recent Developments in Applied Mathematics and its Applications, Chinese University of Hong Kong, May 2024.

Potential Multi-scale Self-similar Finite-time Blowups of the 3D Incompressible Euler Equations
Analysis in Flow-Motion-Wave, Fuzhou University, April 2024.

Numerical Approaches to Fluid Singularities: Challenges, Progresses, and Prospect
Forum on Frontiers of Scientific Computing, Sichuan University, November, 2023.

Exact self-similar finite-time blowups of some 1D models for the incompressible Euler equations
Workshop on Small Scale Dynamics in Incompressible Fluid Flows, American Institute of Mathematics, Pasadena, USA, November, 2023.

Exact self-similar finite-time blowups of some 1D models for the incompressible Euler equations
Workshop on Mathematical Fluid Dynamics, Westlake University, October 2023.

Self-similar finite-time blowups of the De Gregorio model on the real line
Annual Academic Conference of the Chinese Mathematical Society, Wuhan, February 2023.

Self-similar finite-time blowups of the De Gregorio model on the real line
Workshop on Analysis and Partial Differential Equations, Shanghai Jiaotong University, October, 2022.

Potential Singularity Formation of the 3D Axisymmetric Euler Equations with Vanishing Numerical Viscosity
Workshop on dissipated system,  Duke Kunshan University, October 2021.

Products of Random Matrices
Conference on Applied Linear Algebra, Random Matrices and Numerical Linear Algebra, SIAM online conference, May 2021.

Potential Singularity Formation of the 3D Euler Equations and Related Models
Workshop on Scientific Computing and Optimization, University of Hong Kong, December 2020.

Generalized Lieb’s Concavity Theorems and Applications to Random Matrices
Machine Learning for Multiscale Model Reduction Workshop, Center of Mathematical Sciences and Application, Harvard University, March 2019.

A Fast Hierarchically Preconditioned Eigensolver Based on Multiresolution Matrix Decomposition
Southern California Applied Mathematics Symposium, California Institute of Technology, April 2019.

Energy Decomposition with Applications to Operator Compression and Multiresolution Matrix Decomposition
Multiscale Problems in Materials Science and Biology Analysis and Computation Workshop, Tsinghua Sanya International Mathematics Forum, January 2018.