Arbeitsgemeinschaft Symplektische Topologie

H. Geiges

Wintersemester 2022/23

Mi 12 c.t. Seminarraum 2 (Raum 204)


12.10.22 Marc Kegel (HU Berlin)
Transverse tori in Engel manifolds
19.10.22 Anna Trapp
The Riemann mapping theorem via Schwarz-Christoffel transformations
26.10.22 Konrad Kliss
Branched coverings of surfaces
2.11.22 Pau Mir Garcia (UPC Barcelona & Köln)
Classification of symplectic toric manifolds I
9.11.22 Pau Mir Garcia (UPC Barcelona & Köln)
Classification of symplectic toric manifolds II
16.11.22 Hansjörg Geiges
S1-invariant contact structures on S3 I
23.11.22 Joaquim Brugués (UPC Barcelona & Antwerpen)
The Arnold conjecture for b-surfaces
30.11.22 Hansjörg Geiges
S1-invariant contact structures on S3 II
7.12.22 Josep Fontana (UPC Barcelona)
Naturality of the contact-Beltrami mirror
14.12.22 Murat Sağlam
On the existence of integrable Reeb flows I
21.12.22 Murat Sağlam
On the existence of integrable Reeb flows II
11.1.23 Tilman Becker
Contact structures induced by geodesic vector fields
18.1.23
12:30
Vorbesprechung des Seminars über die Umlaufzahl
25.1.23 Kein Seminar
1.2.23 Kein Seminar


H. Geiges, 17.5.22