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Department of Mathematics

Karlsruhe Institute of Technology
D-76128 Karlsruhe
Germany
Tel.: +49 721 608-43800

Photo of Andreas Geyer-Schulz Dr. Andreas Geyer-Schulz

Office hour for students:
Room: Kollegiengebäude Mathematik (20.30)
Email:




Current List of Courses
Semester Titel Typ
Winter Semester 2019/20 Lecture
Summer Semester 2019 Lecture
Winter Semester 2018/19 Lecture
Summer Semester 2018 Lecture


Since April 2020 I no longer work at the Institute for Analysis. More information can be found on my personal homepage.

Publications

Public outreach

Talks

  • 18.02.2020, On global well-posedness of the Maxwell–Schrödinger system, TULKKA, Konstanz.
  • 19.11.2019, On global well-posedness of the Maxwell–Schrödinger system, Oberseminar Funktionalanalysis, Karlsruhe.
  • 09.10.2019, Maxwell-Schrödinger system: well-posedness and standing waves, PhD colloquium, Karlsruhe.
  • 09.04.2019, On the Maxwell–Schrödinger system, iRTG workshop, Karlsruhe.
  • 13.07.2017, On well-posedness of Maxwell-Schrödinger systems, CRC seminar, Karlsruhe.
  • 15.09.2016, Minimizing L²-norm with prescribed eigenvalue, CRC summer school, Karlsruhe.
  • 01.06.2015, Adapted function spaces, spaces of bounded variation and applications, RTG seminar, Karlsruhe.
  • 26.08.2014, Strichartz and dispersive estimates, RTG short course, Bad Herrenalb.
  • 28.07.2014, Eigenvalue inequalities in terms of Schatten norm bounds on differences of semigroups and an application to Schrödinger operators, Workshop of the 17th ISEM, Blaubeuren.
  • 22.04.2014, Eine invariante Mannigfaltigkeit für eine kritische nichtlineare Schrödingergleichung, Oberseminar Funktionalanalysis, Karlsruhe.
  • 13.07.2013, Minimal smoothness assumptions on the nonlinearity for local wellposedness of semilinear Schrödinger equations, Workshop of the 16th ISEM, Blaubeuren.
  • 04.06.2012, Nonautonomous equations and evolution families, Workshop of the 15th ISEM, Blaubeuren.

Happy π-day 2020!

pie
The other contributions to the first pi-baking competition can be seen on this page.