Home - Activities8:30-9:30 November 5(Tuesday), Z311
Qing Ling, Professor, Sun Yat-sen University
Physics-Assisted and Topology-Informed Deep Learning for Weather Prediction10:30-11:30 October 30 (Wednesday), N219
Weizhong Zhao, Professor, Capital Normal University
W-representations of matrix models10:00-11:00 October 30 (Wednesday), N224
Weiluo Ren, Doctor, ByteDance Research
Introduction to Neural Network-based Quantum Monte Carlo9:30-10:30 October 30 (Wednesday), N219
Guoce Xin, Professor, Capital Normal University
Algorithmic development for MacMahon's partition analysis14:20-16:00 October 29 (Tuesday), N202
Patrick Farrell, Professor, University of Oxford
Reynolds-robust multilevel solvers for incompressible flow problems16:00-17:00 October 29 (Tuesday), N202
Yuto Miyatake, Associate Professor, Osaka University
Quantifying discretization errors in the numerical integration of evolution equations based on isotonic regression14:30-15:30 October 22 (Tuesday), Z301
Xiangyun Meng, Associate Professor, Beijing Jiaotong University
Local analysis of an L1/finite element method for a time-fractional singularly-perturbed reaction-diffusion problem10:00-11:00 October 18 (Friday), N109
Chaozhen Wei, Professor, University of Electronic Science and Technology of China
Primal dual methods for Wasserstein gradient flows with general mobilities10:00-11:00 October 17(Thursday), N219
Ralf Hiptmair, Professor, Seminar for Applied Mathematics, ETH Zurich
Operator Preconditioning16:00-17:00 October 13 (Sunday) , N202
Qiulan Zhao, Associate Professor, Shandong University of Science and Technology
Quasi-periodic solutions of a discrete integrable equation with a finite-dimensional integrable symplectic structure15:00-16:00 October 13 (Sunday) , N202
Qiulan Zhao, Associate Professor, Shandong University of Science and Technology
Classification of solutions for the (2+1)-dimensional Fokas-Lenells equations based on bilinear method and Wronskian technique15:00-16:00 October 6 (Sunday), N733
Heping Dong, Professor, Jilin University
Uniqueness and reconstruction method for inverse elastic wave scattering with phaseless data