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Lecture Video

SES # Date Title Video
1 July 25, 2018
10:00-12:00
The lectures will include.
(a) class field theory of special and general type, and how this division has affected and is affecting so much in number theory;
(b) basic features of higher local fields and their surprising properties;
(c) the Neukirch class field theory method for one-dimensional fields and its generalisations;
(d) the Vostokov symbol and its use in the study of Milnor K-theory of higher fields;
(e) explicit higher class field theory, including the universal Kawada-Satake method;
(f) translation invariant measure and integration on higher fields and adeles;
(g) two distinct adelic structures on elliptic surfaces and higher zeta integral as a bridge between them;
(h) links and perspectives.
Video
2 July 27, 2018
10:00-12:00
Video
3 July 30, 2018
10:00-12:00
Video
4 August 1, 2018
10:00-12:00
Video
5 August 3, 2018
10:00-12:00
Video