[ Bern
University |
Albert Einstein Center for Fundamental Physics |
Institute for Theoretical Physics |
Gravity and String Theory Group]
Teaching Activites
- Autumn 2008: Bern
- Master Course:
General Relativity (in English)
- Spring 2009: Neuchâtel
- Bachelor Course: Classical Field Theory (in French)
Topics covered: Differential
Equations (Frobenius), Legendre, Bessel, Hypergeometric etc.;
Distributions; Classical Field Theory proper (Variational
Calculus for Fields, Noether's Theorem, Energy, Solitons, ...)
- Bachelor Course: Quantum Mechanics II (in French)
Topics covered: Magnetic Field,
Spin and Angular Momentum, Addition of Angular Momenta, Stationary and
Time-dependent Perturbation Theory etc.
- Autumn 2009: Bern
- Master Course:
General Relativity (in English)
-
PhD Course: Introduction to Quantum Field Theory in Curved Spacetime (in English)
- Spring 2010:
Neuchâtel Bern
- Bachelor Course:
Géométrie et Symétries en Physique
(Geometry and Symmetries in Phyics, in French)
Matrix Lie groups and Lie algebras, Geometry of Minkowski Space-Time, Relativistic and Non-relativistic
Space-Time Symmetry Groups
- Spring 2010: Bern
- Bachelor Course:
Klassische Feldtheorie (Classical Field Theory, in German):
- Autumn 2010:
-
Master and PhD Course: Selected Topics in General Relativity (in English)
Part I: Cosmology, Part II: Exact Solutions, de Sitter and anti de Sitter, Penrose Diagrams
for cosmological and black hole space-times, etc.
- Spring 2011:
- Bachelor Course: Klassische Feldtheorie (in German)
- Master Course: General Relativity (in English)
- Autumnn 2011:
- Master Course: General Relativity (in English)
- PhD/Graduate Course: Selected Topics in General Relativity (in English)
- Spring 2012:
- Bachelor Course: Klassische Feldtheorie (in German)
- Autumn 2012:
-
Master Course: General Relativity (in English)
- Spring 2013:
-
Bachelor Course: Klassische Feldtheorie (in German)
-
PhD/Graduate Course: Introduction to the Calculus of Differential Forms & Applications (in English)
- Autumn 2013:
-
Master Course: General Relativity (in English)
- Master and PhD/Graduate Course: Introduction to Quantum Field Theory in Curved Space-Time
- Spring 2014
-
Bachelor Course: Klassische Feldtheorie (in German)
- Autumn 2014
- Master Course: General Relativity (in English)
- Spring 2015
- Bachelor Course: Mechanik II (in German)
- Bachelor Course: Klassische Feldtheorie (in German)
- Autumn 2015
- Master Course: General Relativity (in English)
Spring 2016
-
Bachelor Course: Klassische Feldtheorie (in German)
Autumn 2016
- Master Course: General Relativity (in English)
- Master Course: Introduction to Quantum Field Theory in Curved Space-Time (in English)
Spring 2017
-
Bachelor Course: Klassische Feldtheorie (in German)
Autumn 2017
- Master Course: General Relativity (in English)
Spring 2018
-
Bachelor Course: Klassische Feldtheorie (in German)
Autumn 2018
- Master Course: General Relativity (in English)
Spring 2019
-
Bachelor Course: Klassische Feldtheorie (in German)
Autumn 2019
- Master Course: General Relativity (in English)
Spring 2020
-
Bachelor Course: Klassische Feldtheorie (in German)
- Master/PhD Course: General Relativity II: Selected Topics (in English)
Autumn 2020
- Master Course: General Relativity (in English)
Spring 2021
-
Bachelor Course: Klassische Feldtheorie (in German)
Autumn 2021
- Master Course: General Relativity (in English)
Spring 2022
-
Bachelor Course: Klassische Feldtheorie (in German)
Autumn 2022
- Master Course: General Relativity (in English)
Spring 2023
-
Bachelor Course: Klassische Feldtheorie (in German)
-
Master/PhD Course: Black Holes and Quantum Fields (in English)
Autumn 2023
- Master Course: General Relativity (in English)
Spring 2024
-
Bachelor Course: Klassische Feldtheorie (in German)
Autumn 2024
- Master Course: General Relativity (in English)