Prof. Dr. Torsten Wedhorn
Contact
wedhorn@mathematik.tu-...
work +49 6151 16-22463
Work
S2|15 413
Schlossgartenstraße 7
64289
Darmstadt
Research interests
- Arithmetic Algebraic Geometry
- Shimura varieties
- Lecture course and exercises: Linear Algebra II (joint with C. Mair, S.-C. Vetter)
- GAUS-AG on Chromatic Homotopy Theory: Even periodic cohomology theories (jointly organized by Darmstadt and Mainz)
- Seminar: Seminar on Arithematic Geometry (joint with S. Pauli and T. Richarz)
- Oberwolfach Seminar, October 20-25, 2024: Reduction of Arithmetic Varieties (joint with T. Haines, T. Richarz and E. Viehmann)
- Lecture course and exercises: Linear Algebra I (joint with C. Lang, S.-C. Vetter)
- Lecture course and exercises: Algebraic Geometry II (joint with Y. Li)
- Lecture course and exercises: Algebraic Geometry I
- Seminar: Seminar on Arithmetic Geometry (joint with S. Pauli, T. Richarz)
- Seminar: Seminar in Mathematics, Master Algebra
- Seminar: Moduli spaces of L-parameters (opens in new tab) (joint with G. Böckle, T. van den Hove, J. Ludwig and T. Richarz)
- Conference: Arithmetic Algebraic Geometry (joint with U. Görtz, T. Richarz)
- Seminar: Condensed Mathematics (opens in new tab) (joint with T. Richarz)
- Conference: Arithmetic Algebraic Geometry (joint with U. Görtz and T. Richarz)
- Lecture course: Algebraic Geometry II (opens in new tab) (joint with T. Richarz)
- Seminar: Homological Algebra and sheaves (opens in new tab) (joint with T. Richarz)
- Seminar: ZAGA – Zoom Algebraic Geometry and Arithmetic (joint with U. Görtz, E. Hellmann, A. Mihatsch, T. Richarz, M. Rapoport, P. Scholze, E. Viehmann).
- Lecture Course: Algebraic Geometry II (opens in new tab) (joint with T. Richarz)
- Workshop: Infinity Categories (joint with T. Richarz)
- Lecture Course: (Pro-)Étale Cohomology (opens in new tab) (joint with T. Richarz)
- Workshop: p-adic Riemann-Hilbert correspondence (joint with E. Lau and A. Werner)
- Winter seminar of the Darmstadt algebra group (joint with J. Bruinier, A. von Pippich, M. Rössler, N. Scheithauer)
More information will follow.