(20th, 21st, 22nd of Oct.2014)
- Spinors in various dimensions; susy and superconformal algebras in various dimensions
- 4d N=1 Seiberg duality; a&c and anomalies; superconformal index
- 2d N=(2,2) Landau-Ginzburg/Calabi-Yau correspondence; c and anomalies; elliptic genus. 2d N=(0,2) triality of Gadde-Gukov-Putrov
The emphasis was that the analyses of the 4d and 2d theories go mostly parallel.
(10th, 12nd, 13rd of Feb.2015)
- Spinors in various dimensions; susy and superconformal algebras in various dimensions (the same with Osaka)
- 4d N=2 S-duality and semi-classical quantization of monopoles
- 6d N=(2,0) theories and their compactifications to 4d; superconformal index and 2d qYM
- Basics of 5d N=1 and 6d N=(1,0) theories
I tried to be as complementary as possible w.r.t. my previous lectures at Rikkyo.