LVA's von Andreas Kriegl im Wintersemester 2018

2018.12.13 If you don't want to wait till after christmas for the solution of the gap I left in todays lecture, you can find it in todays updated version of the script.
2018.10.08 The frequently updated list of what happend in the lecture course so far is now online.

LV-Nr: 250070
Titel: Riemannian Geometry
LV-Typ: VO
ECTS: 3
Erstmals am 2018.10.01
Termine: Mo. 9:45-11:15, Do. 9:00-9:45, SR 9 The definitive time slot of 90 mins within the indicated time frame will be fixed at the beginning of the semester.
Content: Riemannian manifolds, Laplace-Betrami-Operator, Levi-Civita-connection, curvature, geodesics, completeness and theorem of Hopf-Rinow, selected resuming topics in Riemannian geometry
Assessment and permitted materials: Oral exam.
Reading list: I will follow my english script 2018WSe.pdf but a german version 2018WS.pdf is also available.

LV-Nr: 250093
Titel: Seminar (Analysis)
LV-Typ: SE
ECTS: 4
Erstmals am 2018.10.01
Termine: Mo. 13:15-16:30, SR 03
Inhalt: Dies ist unser gemeinsames Forschungsseminar. Themen aus der differenziellen Analysis und der nicht-linearen Funktionalanalysis stehen im Mittelpunkt.
Aims, contents and method of the course: This is our joint research seminar. It focuses on topics in differential analysis and non-linear functional analysis.
Assessment and permitted materials: Talks and participation in discussions
Minimum requirements and assessment criteria: Active participation
Literatur: Will be provided. See http://www.mat.univie.ac.at/~armin/seminar.html for more detailed information.