Courses

Proseminar Funktionalanalysis 2

Sommersemester 2008

Below you find a list of all topics and talks. Some of the students offer LaTeX-notes complementing their talks which can be downloaded from this page.
  • 04.3. Organisation, Compactness of the Hilbert-cube (Vera Ganglberger)
  • 11.3. Problems from Chapter 4 (from fall term)
  • 01.4. Continuous, nowhere differentiable functions (Robert Stadler)
    $c_0$ is not complemented in $l^\infty$ (Pilipp Tiefenbacher)
  • 08.4. Interpolation for Operators on $L^p$-spaces (Arno Mayrhofer, Nathalie Tassotti)
    (Download pdf)
  • 15.4. Separation of convex sets (Jasminko Duzelovic, Jusuf Ramic)
    Seminar notes (Brigitte Kertelits) (German; Download pdf)
  • 22.4. Fourier Transform and Sobolev spaces I (Arthur Schuster, Michael Reiter) (Download pdf)
  • 29.4. Fourier Transform and Sobolev spaces II
  • 06.5. Convergence of Fourier series (Richard Majer) (Download pdf)
  • 20.5. Differentiation in (B)-spaces (Rizwan Ahmad, Vera Ganglberger)
  • 27.5. Fixed point theorems (Thomas Nowak) (Download pdf)
  • 03.6. seminar cancelled
  • 10.6. The position operator in quantum mechanics (Claude Klöckl)
    Weak convergence (Thomas Ludwig)
  • 17.6. The Sturm-Liouville problem (Raphael Stuhlmeier) (Download pdf)