The 2025 International Conference on PDEs and Geometric Analysis will be held from June 20 to June 24, 2025, at School of Mathematical Sciences, Shanghai Jiao Tong University. The aim of this conference is to bring together experts working on PDEs and Geometric analysis to discuss recent progress.
Organization Institutes
School of Mathematical Sciences, Shanghai Jiao Tong University
Department of Mathematics, Princeton University
Sponsors
Wu Wen-Tsun Center of Mathematical Sciences, SJTU
Shanghai Frontier Science Center of Modern Analysis
National Natural Science Foundation of China
Scientific Committee
Sun-Yung Alice Chang, Princeton University
Congming Li, SJTU
Fanghua Lin, Courant Institute of Mathematical Sciences
Yuan Lou, SJTU
Lihe Wang, University of Iowa
Paul Yang, Princeton University
Organizing Committee
Mijia Lai,SJTU
Langte Ma, SJTU
Congming Li, SJTU
Fang Wang, SJTU
Hui Yang, SJTU
Ruobing Zhang, UW madison
Yongjia Zhang, SJTU
Chunqin Zhou, SJTU
Invited Speakers
Daomin Cao, AMSS
Sun-Yung Alice Chang, Princeton University
Jingyi Chen, University of British Columbia
Xiuxiong Chen, USTC
Yuxing Deng, Beijing Institute of Technology
Bo Guan, Ohio State University
Fei He, Xiamen University
Siqi He, AMSS
Yeyao Hu, Central South University
Tianling Jin, The Hong Kong University of Science and Technology
Man-Chun Lee, The Chinese University of Hong Kong
Qinfeng Li, Hunan University
Xinan Ma, USTC
Jianyu Ou, Xiamen University
Yuguang Shi, Peking University
Song Sun, Zhejiang University
Jian Wang, AMSS
Xujia Wang, Westlake University
Xiaomeng Xu, Peking University
Paul Yang, Princeton University
Hao Yin, USTC
Lei Zhang, University of Florida
Yashan Zhang, Hunan University
Schedule
Program
Conference Series
2024 International Conference on PDEs and Geometric Analysis (V)
2023 International Conference on PDEs and Geometric Analysis (IV)
2022 International Conference on PDEs and Geometric Analysis (III)
2021 International Conference on Geometric Analysis and Partial Differential Equations (II)
2020 International Conference on PDEs and Geometric Analysis (I)