Curriculum Vitae - Prof. Dr. Christof Külske
Education:
Oct 2001 | Technical University Berlin | Habilitation in Mathematics |
Dec 1993 | Bochum University | Ph.D. in Mathematics |
Dec 1990 | Bochum University | Diploma in Theoretical Physics |
- Habilitation Thesis (Probability Theory): Gibbs-measures of disordered spin-systems
- Ph.D. Thesis (Probability Theory): Renormalization group analysis for the stability of interfaces in disordered media
- Diploma Thesis (Theoretical Physics): The critical behavior of the two-dimensional disordered Ising-ferromagnet
Professional Experience:
Oct 2009 | - | Present | University Bochum | Professor in Mathematical Physics |
Mar 2009 | - | Sept 2009 | Rijksuniversiteit Groningen | Associate Professor in Probability and Statistics |
Jan 2005 | - | Feb 2009 | Rijksuniversiteit Groningen | Assistant Professor in Probability and Statistics |
Oct 2004 | - | Dec 2004 | Technische Universität Berlin | DFG-research Fellow |
Feb 2004 | - | Sept 2004 | Eurandom, Eindhoven | DFG-research Fellow |
Sep 2003 | - | Dec 2003 | WIAS Berlin | Research Scientist |
Sep 1997 | - | Aug 2003 | WIAS Berlin | DFG-Priority Programme (research group: A.Bovier) |
Sep 1996 | - | Aug 1997 | Courant Institute, New York | Postdoc (advisor C.Newman) |
Sep 1995 | - | Aug 1996 | WIAS Berlin | Postdoc (advisor A.Bovier) |
Oct 1994 | - | Aug 1995 | IRMAR, Rennes, France, | Postdoc (advisor D.Petritis) |
Jan 1994 | - | Sept 1994 | University Bochum | Postdoc |
Refereed Publications in:
- Annales de l'Institut Henri Poincaré, Probabilités et Statistiques
- Annals of Probability
- Annals of Applied Probability
- Bernoulli. Official Journal of the Bernoulli Society for Mathematical Statistics and Probability
- Communications in Mathematical Physics
- Electronic Communications in Probability
- Electronic Journal of Probability
- Journal of Statistical Mechanics: Theory and Experiment
- Journal of Statistical Physics
- Journal of Theoretical Probability
- Markov Processes and Related Fields
- Probability Theory and Related Fields
- Stochastic Processes and their Applications
- Random Structures & Algorithms
- Reviews in Mathematical Physics