250362 VO Nonlinear functional analysis (2008S)

6.00 ECTS (4.00 SWS), SPL 25 - Mathematik

Details

Language: German

Examination dates

Monday 11.02.2013

Lecturers

Andreas Kriegl

Classes (iCal) - next class is marked with N

    
    Tuesday
    04.03.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    05.03.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    06.03.
    10:10 - 10:55
    Seminarraum
    
    Monday
    10.03.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    11.03.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    13.03.
    10:10 - 10:55
    Seminarraum
    
    Monday
    31.03.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    01.04.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    02.04.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    03.04.
    10:10 - 10:55
    Seminarraum
    
    Monday
    07.04.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    08.04.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    09.04.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    10.04.
    10:10 - 10:55
    Seminarraum
    
    Monday
    14.04.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    15.04.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    16.04.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    17.04.
    10:10 - 10:55
    Seminarraum
    
    Monday
    21.04.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    22.04.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    23.04.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    24.04.
    10:10 - 10:55
    Seminarraum
    
    Monday
    28.04.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    29.04.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    30.04.
    10:10 - 10:55
    Seminarraum
    
    Monday
    05.05.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    06.05.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    07.05.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    08.05.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    14.05.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    15.05.
    10:10 - 10:55
    Seminarraum
    
    Monday
    19.05.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    20.05.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    21.05.
    10:10 - 10:55
    Seminarraum
    
    Monday
    26.05.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    27.05.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    28.05.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    29.05.
    10:10 - 10:55
    Seminarraum
    
    Monday
    02.06.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    03.06.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    04.06.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    05.06.
    10:10 - 10:55
    Seminarraum
    
    Monday
    09.06.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    10.06.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    11.06.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    12.06.
    10:10 - 10:55
    Seminarraum
    
    Monday
    16.06.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    17.06.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    18.06.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    19.06.
    10:10 - 10:55
    Seminarraum
    
    Monday
    23.06.
    10:10 - 10:55
    Seminarraum
    
    Tuesday
    24.06.
    10:10 - 10:55
    Seminarraum
    
    Wednesday
    25.06.
    10:10 - 10:55
    Seminarraum
    
    Thursday
    26.06.
    10:10 - 10:55
    Seminarraum
    
    Monday
    30.06.
    10:10 - 10:55
    Seminarraum

Information

Aims, contents and method of the course

The convenient calculus in infinite dimensional vector spaces. Upon request I will introduce the necessary tools from the locally convex theory and outline calculus in Banach-spaces.

Assessment and permitted materials

Minimum requirements and assessment criteria

Introduction to the calculus of differentiable mappings in infinite dimensions.

Examination topics

Lecture course with beamer

Reading list

Das Buch: A.Kriegl, P.Michor: The convenient setting of global analysis, Mathematical Surveys and Monographs, Vol. 53, American Math. Soc. (1997) Providence online unter book.pdf'>http://www.mat.univie.ac.at/~michor/apbooks.pdf">book.pdf
- Mehr und aktuelle Details unter
Aktuelles'>http://www.mat.univie.ac.at/~kriegl/LVA-2008-SS.html#250362">Aktuelles

Association in the course directory

MANV, MGEV

Last modified: Mo 07.09.2020 15:40