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[Workshop] Workshop on the ramification theory for varieties over a local fie
Feb. 10, 2023
Speaker: Yigeng Zha & Peng Sun

Time: 9:00 am - 15:15 pm, Februray 9, 2023, GMT+8

Venue: Tecent Meeting ID: 777-5318-1470 Password: 235711

Abstract:

In these series of workshops, we aim to study the conductor formula for constructible sheaves on regular schemes over local rings.



Reference:
[1] L. Illusie, Theorie de Brauer et caracteristique d'Euler-Poincare d'apres P.Deligne, Asterisque, 82-83 (1981):161-172.
[2] S. Bloch, Cycles on arithmetic schemes and Euler characteristics of curves, Proc. Sympos. Pure Math. 46 (1987):421-450.
[3] K.Kato and T.Saito, On the conductor formula of Bloch, Publ. Math. IHES, 100(2005): 5-151.
[4] K.Kato and T. Saito, Ramification theory for varieties over a perfect field, Annals of Mathematics, 168(2008):33-96.

Source: School of Mathematical Sciences