Seminar on Advanced Topics in Geometric Analysis

Prof. Bernd Ammann,

Content of the Seminar

The content of the seminar will be quite mixed, see you may see in the schedule. It consists of the following parts More subjects might be added later.

Time and Date

The seminar is either on More times slots might be added later.

Schedule

DateTimeSeries
Room
NameSubjectComments
21.10.Th14-16INGuadalupe Castillo SolanoIncompleteness of the moduli space of Ricci-flat metrics on K3 
28.10.--- cancelled  BAiam 
4.11.Th14-16.VideoVideo-recording
Dan Freed
The Atiyah-Singer Index theorem, Part I
youtube link
 
11.11.Th14-16VideoVideo-recording
Dan Freed
The Atiyah-Singer Index theorem, Part II
youtube link
 
18.11.---no talk   BAiam ;Windberg
25.11.Th10-12Lor-ParThomas Leistner
Aidelaide
Cauchy problems for Lorentzian manifolds with special holonomy 
2.12.Th10-12Lor-ParLeistner/GlöckleCauchy problems for Lorentzian manifolds with special holonomy 
9.12.Th10-12Lor-ParGlöckleThe kernel of the Dirac-Witten operator 
16.12.Th10-12Lor-ParGlöckle/AmmannClassification of initial data for Lorentzian parallel spinors 
23.12.Th10-12Lor-ParAmmann(continued) 
30.12. no talkholiday season   
6.1. no talkholiday season   
13.1.Th10-12VideoJeff JaureguiGeneral relativistic mass in low regularity
Youtube Video+Discussion
 
20.1.Th10-12   
27.1.Th10-12INTian Xu
Tianjin
On spinorial Yamabe problem and related topics 
3.2.Th10-12INMatthias Ludewig   
10.2.Th10-12INJulian SeipelPrescribing double eigenvalues and a surgery result 

"TBA" means: "To be announced", "N.N." means "Nomen nescio"="Name of speaker unknown", "BAiam" means "Bernd Ammann is in an important meeting"

Requirements

This seminar addresses for students with advanced knowledge in differential geometry and geometric analysis.

Program

The program will be available soon. The program of the seminar.

Registration

Related web pages

Formal requirements (in German)

Kriterien für benotete Leistungsnachweise

Um die üblichen Leistungsnachweise zu erhalten, sind folgende Kriterien zu erfüllen:
  1. Erfolgreiches Vortragen
  2. Schriftliche Ausarbeitung eines Vortrages
  3. aktive Mitarbeit im Seminar

Unbenotete Leistungsnachweise

Wie bei benoteten Leistungsnachweisen.

Modulteilprüfung

Vortrag und Ausarbeitung bilden die Modulteilprüfung.


Bernd Ammann, 02.02.2022
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