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Functional Analysis [MA3001]

Wintersemester 2019/20

Prof. Dr. Robert Koenig

Dozent: Prof. Dr. Robert Koenig
Übungsleitung: Margret Heinze
Mitwirkende: Markus Hasenoehrl, Alexander Kliesch, Frederik vom Ende
Vorlesung: Tuesday, 14:00 - 16:00, PH HS 2, and
Friday, 14:00 - 16:00 Rudolf-Mößbauer-HS
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Tutorübungen: Mon 8:30-10:00, 02.08.011 (Hasenoehrl)
Mon 12:15-13:45, 02.08.011 (Heinze)
Mon 16:15- 17:45, 00.09.022 (Kliesch)
Tue 8:30-10:00, 03.08.011 (vom Ende)
Tue 10:15-11:45, BC2 0.01.04 in Hochbrueck (Heinze)
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Content (from Module description)

Banach and Hilbert spaces; bounded linear operators, open mapping theorem; spectral theory for compact selfadjoint operators; duality, Hahn-Banach theorems; weak and weak* convergence; brief introduction to unbounded operators

Exercises

Grading/Bonus system

Exercise Sheet Week Date for homework submission Solution
Ex 1 Oct. 21nd - Oct. 25th Oct. 25  

Literature

There are many good books and scripts. Here are some of them. Apart from Bollobas and Brokate they go considerably beyond what we can do in one semester.

Lecture Notes

Lecture notes will be provided here: current version (updated on Oct 18, 16:05). Any corrections/suggestions are welcome.

Additional materials/slides Date updated
Metric and Topological spaces Oct 18