Weekly schedule Summer 2024



  Monday Tuesday Wednesday Thursday Friday
8-10 Lecture Course
Topologie II
(Lück)

Lecture Course
Algebraic Topology II
(Davies-Tatum)
10-12 Lecture Course
Topologie II
(Lück)
Lecture Course
Homology and Homotopy of configuration spaces
(Basualdo-Bianchi)
Master thesis seminar/Research seminar
Homotopy theory
(Hausmann-Schwede)
Lecture Course
Einführung in die Geometrie und Topologie
(Hausmann)

Lecture Course
Homology and Homotopy of configuration spaces
(Basualdo-Bianchi)
Lecture Course
Topology of 2-dimensional complexes
(Avramidi)


Lecture Course (unofficial, no credits for university students)
Introduction to algebraic K-theory
(Hilman-McCandless)
12-14 Lecture Course
Einführung in die Geometrie und Topologie
(Hausmann)
14-16 Lecture Course
Algebraic Topology II
(Davies-Tatum)

Seminar
Equivariant homotopy theory
(Schwede-Tatum)

Seminar
Faserbündel und K-theorie
(Bödigheimer)

Lecture Course (unofficial, no credits for university students)
Introduction to algebraic K-theory
(Hilman-McCandless)
Seminar
Homological stability
(Hausmann-Piessevaux)
Seminar
Topics in 4-manifolds
(Ladu-Wakelin)
16-18 Topology Seminar
(17:00-18:30)
(all topologists)

Last update: April 12, 2024