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【学术会议】The Sixth Hangzhou International Workshop on Harmonic Analysis and Applications

信息来源:   点击次数:  发布时间:2021-12-02

我院将于2021年12月4日-5日在浙江科技学院(主会场)举办“The 6th Hangzhou International Workshop on Harmonic Analysis and Applications”,本次会议采取线上形式,邀请12位国内外知名专家做学术报告,将有来自50多所高校和科研院所的200余人参加,参会学者共同探讨调和分析及其应用相关前沿热点问题和最新研究成果,是数学学科学术交流的重要平台之一。欢迎广大师生参加。

 

腾讯会议ID:844 5828 7750

会议列表:https://meeting.tencent.com/dm/qSUV2zJrXj4P

联系人:郑涛涛

 

日程安排:

December 4 (Saturday)


    8:30-9:00   开幕式


December 4 (Saturday)  

Morning (09:00--12:00)

09:00--09:50

Zuowei ShenNational University of Singapore


Deep Approximation via Deep Learning


10:00--10:50

Hui Ji (National University of Singapore)


Self-supervised Deep Learning for Solving Inverse Problems


11:00--11:50

Wengu Chen (Institute of Applied Physics and Computational Mathematics)


Reconstruction of Signals and Images by Prior Information


Afternoon (14:00--17:00)

14:00--14:50

Lixin Yan (Sun Yat-sen University)


Hardy spaces meet harmonic weights


15:00--15:50

Guoen Hu (Information Engineering University)


Estimate for the Calderon commutator


16:00--16:50

Qingying Xue (Beijing Normal University)


Non-standard C-Z operators with rough kernels

December 5 (Sunday)

Morning (09:00--12:00)

09:00--09:50

Dingxuan Zhou (City University of HongKong)


Mathematical Theory of Deep Learning


10:00--10:50

Wenjing Liao (Georgia Institute of Technology)


Regression and doubly robust off-policy learning on low-dimensional manifolds by neural networks


11:00--11:50

Sui Tang (University of California, Santa Barbara)


Learning Stochastic Systems of Interacting Particles from Multiple Trajectories Data


Afternoon (14:00--17:00)

14:00--14:50

Zhiqiang Xu (Academy of Mathematics and Systems Sciences)


Uniqueness and stability for the solution of a nonlinear least squares problem


15:00--15:50

Jun Xian (Sun Yat-sen University)


Expected uniform integration approximation under general equal measure partition


16:00--16:50

Wenchang Sun (Nankai University)


Local and global phaseless sampling in spline spaces