Seminar on Numerical Analysis |
letzte Änderung: 2021-10-01 |
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Seminar on Numerical Analysis
Monotone mappings
(Course Id 327.014, 2 hours per week, semester 5)Supervisors: A.Univ.-Prof. Dr. Helmut Gfrerer
Start of the seminar: Tue, 2020-10-06, 13:45 - 15:15 Uhr, Room: S2 054
Seminar Topics | up |
Seminar 01: | 2020-10-06 Introduction |
Seminar 02: | 2020-10-13 Title: Phase Field Problems Literature: Student: D. Jodlbauer |
Seminar 03: | 2020-10-20 Title: Monotone Operatores: Definition and examples Literature: [1, Ch.20.1] Student: M. Mandlmayr |
Seminar 04: | 2020-10-27 Title: Maximally Monotone Operators Literature: [1, Ch.20.2] Student: R. Schneckenleitner |
Seminar 05: | 2020-11-03 Title: Bivariate Functions and the Fitzpatrick function Literature: [1, Ch.20.3 + 20.4] Student: A. Schafelner |
Seminar 06: | 2020-11-10 Title: Minty's Theorem, Domain and Range Literature: [1, Ch.21.1 + 21.3] Student: D. Jodlbauer |
Seminar 07: | 2020-11-17 Title: Local Boundedness and Surjectivity, Kenderov's Theorem Literature: [1, Ch.21.4 + 21.5] Student: M. Mandlmayr |
Seminar 08: | 2020-11-24 Title: Strong and uniform monotonicity, Resolvents Literature: [1, Ch.22.1 (Str.+unif.Mon.), 23.1 + 23.2] Student: R. Schneckenleitner |
Seminar 09: | 2020-12-01 Title: Resolvent calculus and zeros of monotone operators Literature: [1, Ch.23.4 + 23.5] Student: A. Schafelner |
Seminar 10: | 2020-12-15 Title: Proximity based operators Literature: [1, Ch.24.1 + 24.2] Student: D. Jodlbauer |
Seminar 11: | 2021-01-12 Title: Splitting methods Literature: Student: M. Benko |
Seminar 12: | 2021-01-19 Title: Tba Literature: Student: N.N. |
Seminar 13: | 2021-01-26 Title: Tba Literature: Student: N.N. |
Literature | up |
[1] H.H. Bauschke, P.L. Combettes, Convex Analysis and Monotone Operator Theory in Hilbert Spaces, Springer, 2011
Participants | up |
Jodlbauer Daniel
Mandlmayr Michael
Mitter Ludwig
Schafelner Andreas
Schneckenleitner Rainer
General Remarks | up |