S4D2 – Graduate Seminar on Topology

Winter term 2022/2023

Daniel Kasprowski, Dominik Kirstein and Simona Veselá

Mondays 10:15 - 12:00 in SR 0.003 and Wednesdays 10:15 - 12:00 in SR 1.007.

The seminar is the inofficial continuation of the lecture course Topology II and will cover important statements in homotopy theory. Basic knowledge about homotopy groups is assumed (i.e. Blakers–Massey, Hurewicz, Whitehead). The seminar program can be found here.

Date	Topic
Mo 10.10.	Fibrations	Calle	pdf
We 12.10.	Eilenberg-Maclane spaces	Jan	pdf
Mo 17.10.	Postnikov towers	Bart	pdf
We 19.10.	Obstruction theory	Frederik	pdf
Mo 24.10.	Classifying spaces	Catinca	pdf
We 26.10.	Vector bundles	Marc	pdf
Mo 31.10.	Steenrod squares	Phil	pdf
We 02.11.	Characteristic classes	Iason	pdf
Mo 07.11.	no seminar
We 09.11.	Characteristic classess II	Tim	pdf
Mo 14.11.	Brown representability	Analena	pdf
We 16.11.	Spectra and homology theories	Inaki	pdf
Mo 21.11.	Spanier-Whitehead duality	Adrian	pdf
We 23.11.	Bordism, Thom spaces and Pontrjagin-Thom I	Lucas	pdf
Mo 28.11.	Bordism, Thom spaces and Pontrjagin-Thom II	Maxi	pdf
We 30.11.	Homology with coefficients	Gabriele	pdf
Mo 05.12.	no seminar
We 07.12.	no seminar
Mo 12.12.	Model categories	Judith	pdf