
Prof. Dr. Elena Mäder-Baumdicker
Arbeitsgebiet(e)
Kontakt
maeder-baumdicker@mathematik.tu-...
work +49 6151 16-22497
fax +49 6151 16-22498
Work
S2|15 307
Schlossgartenstr. 7
64289
Darmstadt
Office Hours/Sprechstunde
If you have questions, please write me an Email and you will get an online or on-site appointment.
AG Seminar
In fall 2021, our AG Seminar takes place at Tuesdays, 10.00 am.
Here is the list of dates and speakers.
- 07.12.21 Roman Sulzbach (Potsdam)
- 14.12.21 Francisco Torralbo (Granada)
- 14.01.22 (Friday!) Joachim Gaukel
- 18.01.22 Nils Neumann
- 25.01.22 Melanie Rothe
- 08.02.22 Sukie Vetter
- 15.02.22 Alexander Dietz
Teaching
Summer term 19: Bachelor seminar about minimal surfaces
Winter term 19/20: Differential Geometry (= Curves and Surfaces)
Winter term 20/21: AG Seminar
Summer term 21: Lecture Mean Curvature Flow and AG Seminar
Winter term 21/22: Master Seminar and AG Seminar
Advised Bachelor- and Master-theses
Lukas Dillenkofer: „The Plateau Problem“ (Bachelorthesis 2021)
Olena Kozymka: „Zwei Anwendungen des Satzes von Stokes: Der Satz von Radó und der Satz vom gekämmten Igel“ (Bachelorthesis 2020)
Daniel Kunz: „Conformal Maps and Applications to the Theory of Minimal surfaces“ (Bachelorthesis 2020)
Elena Christine Tibke: „Die Enneper-Weierstraß Darstellung von Minimalflächen und der Uniformisierungssatz“ (Bachelorthesis 2020)
Research
I am interested in questions related to Geometric variational problems, for example minimal surfaces theory or Willmore surfaces.
My articles:
- (with J. Hirsch) On the Morse Index of Willmore Spheres, available on Arxiv . Accepted in JDG. here
- Singularities of the area preserving curve shortening flow with a Neumann free boundary condition, Math. Ann. 371(2018), no.3-4, 1429-1448, available on Arxiv . here
- (with P. Breuning and J. Hirsch) Existence of minimizing Willmore Klein bottles in Euclidean four-space, Geom. Topol. 21(2017), no.4, 2485-2526, available on Arxiv . here
- (with J. Hirsch) A note on Willmore minimizing Klein bottles in Euclidean space, Adv. Math. 319(2017), 67-75, available on Arxiv . here
- The area preserving curve shortening flow with Neumann free boundary conditions, Geom. Flows 1 (2015), no. 1, 34–79, available on Arxiv . here
- The area preserving curve shortening flow with Neumann free boundary conditions, PhD Thesis, University of Freiburg, Faculty of Mathematics and Physics, 155p., 2014.
My preprints: