ManBetX万博官网登录-首页|欢迎您

Online info
In order to obtain the password for the meetings, please register at the address gmtworkshop2020@163.com by sending your NAME, EMAIL ADDRESS, AFFILIATION, TITLE.
Organising and Scientific Committee
Thierry De Pauw (East China Normal University)
Fanghua Lin (New York University)
Dong Ye (East China Normal University)
Time Table
   Friday 12/04    Saturday 12/05  Sunday 12/06
     09:00 - 10:00  Hua Bobo  
     10:00 - 11:00  Yang Xiaoping  Lin Haibo
     11:00 - 12:00  Feng Dejun  Menne Ulrich
     13:00 - 14:00  Takasao Keisuke  Fang Yangqin
 15:30 - 16:30  Li Wenxia  14:00 - 15:00  Wang Kelei  Yang Ling
 16:30 - 17:30  Yin Hao  15:00 - 16:00  Rao Hui  Liang Xiangyu
 17:30 - 18:30  Tolsa Xavier  16:20 - 17:20  Tolsa Xavier  Tolsa Xavier


Meeting Topic: Workshop in Geometric Measure Theory, Shanghai 1/3
Meeting Time: 2020/12/4 15:00-20:00 (GMT+08:00) China Standard Time - Shanghai

Click the link to join the meeting or to add it to your meeting list:
https://voovmeeting.com/s/kdA0Eg0dede1

Meeting ID: 514 068 238
Meeting Password: PLEASE REGISTER

=======================================================

Meeting Topic: Workshop in Geometric Measure Theory, Shanghai 2/3
Meeting Time: 2020/12/5 08:30-18:00 (GMT+08:00) China Standard Time - Shanghai

Click the link to join the meeting or to add it to your meeting list:
https://voovmeeting.com/s/PhKOHuoYvELv

Meeting ID: 424 096 075
Meeting Password: PLEASE REGISTER

=======================================================

Meeting Topic: Workshop in Geometric Measure Theory, Shanghai 3/3
Meeting Time: 2020/12/6 09:30-18:00 (GMT+08:00) China Standard Time - Shanghai

Click the link to join the meeting or to add it to your meeting list:
https://voovmeeting.com/s/0xDuH0C4lZtB

Meeting ID: 481 005 486
Meeting Password: PLEASE REGISTER

Lecture series
Xavier Tolsa (ICREA - Universitat Autonoma de Barcelona)
Square functions and rectifiability

In this series of lectures we will review different characterizations of rectifiability and uniform rectifiability in terms of different square functions. This line of research was initiated by Peter Jones in 1990 with his celebrated traveling salesman theorem about the beta-numbers, and it was continued by Guy David and Stephen Semmes in their works on uniform rectifiability.

Besides the Jones' square function and its $L^p$-variants, we will review other square functions, like the one in terms of transportation type coefficients (the $\alpha$-numbers), which is specially well suited for the study of singular integral operators acting on rectifiable sets.

Another objective of these lectures is to describe the main ideas of the recent solution of Carleson's $\epsilon^2$-conjecture by Jaye, Tolsa, and Villa about the characterization of tangent points of a Jordan curve in terms of the so-called $\epsilon^2$-square function.

Speakers
Fang Yangqin (Huazhong University of Sciences and Technology)
Feng Dejun (The Chinese University of Hong Kong)
Hua Bobo (Fudan University)
Li Wenxia (East China Normal University)
Liang Xiangyu (Beihang University)
Lin Haibo (China Agricultural University)
Menne Ulrich (National Taiwan Normal University)
Rao Hui (Central China Normal University)
Takasao Keisuke (Kyoto University)
Wang Kelei (Wuhan University)
Yang Ling (Fudan University)
Yang Xiaoping (Nanjing University)
Yin Hao (University of Science and Technology of China)
Contact
Ms. Hongyan Zhang
Room 123, Math Building, Minhang campus of ECNU, Shanghai, China 200241
+86 21 54342609    hyzhang@math.ecnu.edu.cn