The main theme of this working seminar is the Fourier-Schur multipliers of (discrete) group algebras and their applications. This seminar takes place on 24 July and will end on 24 August in Harbin Institute of Technology. The following is the program and it will be updated according periodically.
Program:
2016-07-24:
2016-07-27:
Hong Guixiang (Wuhan university)
14:30--17:30, room 522
“Schur multiplier, characterizations of completely bounded multiplier via Grothendieck’s theorem”
2016-07-30
Xiong Xiao (Seoul National University& University of Waterloo)
14:30--17:30, room 522
“Various characterizations of amenability, Part 1”
2016-08-01
Xiong Xiao (Seoul National University& University of Waterloo)
14:30--17:30, room 522
“Various characterizations of amenability, Part 2”
2016-08-02
2016-08-03
Wen Chenxu (Vanderbilt University)
14:30--17:30, room 522
“Weak amenability and the Haagerup property of free groups, Part 1”
2016-08-05
Wen Chenxu (Vanderbilt University)
14:30--17:30, room 522
“Weak amenability and the Haagerup property of free groups, Part 2”
2016-08-07
Yin Zhi (Wuhan University)
14:30--17:30, room 522
Completely bounded multipliers of Fourier algebra of a simple Lie group of real rank zero, part 1
2016-08-09
Yin Zhi (Wuhan University)
14:30--17:30, room 522
Completely bounded multipliers of Fourier algebra of a simple Lie group of real rank zero, part 2
2016-08-11
Liao Benben (Fudan University)
14:30--17:30, room 522
The group $SL(3)$ does not have the Haagerup-Kraus aprroximation property, part 1
2016-08-13
Liao Benben (Fudan University)
14:30--17:30, room 522
The group $SL(3)$ does not have the Haagerup-Kraus aprroximation property, part 2
2016-08-15
2016-08-17
2016-08-19
2016-08-21
2016-08-23