702828 SE Forschungsseminar: Funktionalanalysis

Sommersemester 2024 | Stand: 27.05.2024 LV auf Merkliste setzen
702828
SE Forschungsseminar: Funktionalanalysis
SE 2
5
wöch.
jährlich
Englisch

By studying classical and recent literature, the students will gain a solid understanding of important aspects of the theory of strongly continuous operator semigroups and the application to linear and non-linear evolution problems

This research seminar offers the opportunity to present one's own research results, or explore and present a current topic of functional analysis.

This semester we will concentrate on elegant  matematical arguments, mainly in geometry, combinatorics, and algorithms. For example: Every bounded subset A of the plane can be split into 3 pieces of diameter strictly smaller than that of A. On the contrary, if  the dimension d is large enough, then there is a bounded subset of a d-dimesnional Euclidian space can NOT be partitioned into d+1 sets of smaller diameter.

Only a modest background in analysis, linear algerbra and graph theory will be assumed. We will study selected chapters of  the books "Proofs from the Book" by Aigner and Ziegler and  "Thirty-three Miniatures" by  Jiri Matousek. Both books are available electronically in the university library.  

 

Presentations by participants based on classical and recent literature.

Active participation and evaluation of the presentation.

"Proofs from the Book" by Aigner and Ziegler 

"Thirty-three Miniatures" by  Jiri Matousek.

(pdf of both books is available in our library)

Functional analysis, Basic course on Partial Differential Equations

10.03.2023
Gruppe 0
Datum Uhrzeit Ort
Di 05.03.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 12.03.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 19.03.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 09.04.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 16.04.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 23.04.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 30.04.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 07.05.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 14.05.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 21.05.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 28.05.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 04.06.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 11.06.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 18.06.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei
Di 25.06.2024
17.15 - 18.45 HSB 1 HSB 1 Barrierefrei