S2F1 | Hauptseminar Stochastik | Patrick Ferrari |
|
20141 611112011 Hauptseminar SWS |
Termine: |
Do 14-16 | N 0.007 - Neubau, Endenicher Allee 60
| |
|
Link to Basis |
|
S2F1 | Hauptseminar Stochastik | Andreas Eberle |
|
20141 611111011 Hauptseminar SWS |
Termine: |
Di 10-12 | N 0.008 - Neubau, Endenicher Allee 60
| |
|
Link to Basis |
|
S2F1 | Hauptseminar Stochastik | Patrick Ferrari |
|
20141 611112011 Hauptseminar SWS |
Termine: |
Do 14-16 | N 0.007 - Neubau, Endenicher Allee 60
| |
|
Link to Basis |
|
S2F1 | Hauptseminar Stochastik | Andreas Eberle |
|
20141 611111011 Hauptseminar SWS |
Termine: |
Di 10-12 | N 0.008 - Neubau, Endenicher Allee 60
| |
|
Link to Basis |
|
S4F1 | Graduate Seminar on Probability Theory | Vincent Beffara |
|
20141 611501022 Hauptseminar SWS |
Termine: |
Mi 16-18 | SemR 0.003, Endenicher Allee 60
| |
|
Kommentar: |
The seminal will be on non-Markovian random structures, in particular the self-avoiding random walk. For more information see the web page of the seminar.
|
Link to Basis |
|
S4F3 | Graduate Seminar on Applied Probability - Analysis and probability of Boolean functions | Jan Maas |
|
20141 611501023 Hauptseminar SWS |
Termine: |
Mo 08-10 | N 0.007 - Neubau, Endenicher Allee 60
| |
|
Link to Basis |
|
V2F2 | Einführung in die Statistik | Sebastian Andres |
|
20141 611100703 Vorlesung SWS |
Termine: |
Mo 12.00-14.00 | Großer Hörsaal, Wegelerstr. 10
| |
Mi 12.00-14.00 | Großer Hörsaal, Wegelerstr. 10
| |
|
Link to Basis |
|
V2F2 | Übungen zu Einführung in die Statistik | Sebastian Andres |
|
20141 611300703 Übung SWS |
Termine: |
Do 12-14 | N 0.007 - Neubau, Endenicher Allee 60
| Gruppe 2
|
Mi 16-18 | N 0.008 - Neubau, Endenicher Allee 60
| Gruppe 1
|
Do 18-20 | N 0.007 - Neubau, Endenicher Allee 60
| |
|
Link to Basis |
|
V3F1/F4F1 | Stochastic Processes / Stochastische Prozesse | Andreas Eberle |
|
20141 611100702 Vorlesung SWS |
Termine: |
Di 08-10 | Kleiner Hörsaal, Wegelerstr. 10
| |
Fr 10-12 | Kleiner Hörsaal, Wegelerstr. 10
| |
|
Link to Basis |
|
V3F1/F4F1 | Exercises to Stochastic Processes / Übungen zu Stochastische Prozesse | Andreas Eberle |
|
20141 611300702 Übung SWS |
Termine: |
Do 08-10 | SemR 0.003, Endenicher Allee 60
| Gruppe 4
|
Mi 10-12 | N 0.008 - Neubau, Endenicher Allee 60
| Gruppe 1, nicht am 14.05. und 20.06.
|
Mi 10-12 | N 0.003 - Neubau, Endenicher Allee 60
| Gruppe 3
|
Mo 16-18 | N 0.003 - Neubau, Endenicher Allee 60
| Gruppe 2
|
|
Link to Basis |
|
V4F1 | Stochastic Analysis | Vincent Beffara |
|
20141 611500701 Vorlesung SWS |
Termine: |
Di 12-14 | Kleiner Hörsaal, Wegelerstr. 10
| |
Do 12-14 | Kleiner Hörsaal, Wegelerstr. 10
| |
|
Link to Basis |
|
V4F1 | Exercises to Stochastic Analysis | Vincent Beffara |
|
20141 611700701 Übung SWS |
Termine: |
Do 14-16 | Zeichensaal, Wegelerstr. 10
| |
|
Link to Basis |
|
V5F1 | Advanced Topics in Probability Theory | Patrick Ferrari |
|
20141 611500703 Vorlesung SWS |
Termine: |
Di 10-12 | SemR 0.007, Endenicher Allee 60
| |
Do 10-12 | SemR 0.007, Endenicher Allee 60
| |
|
Link to Basis |
|
V5F2 | Selected Topics in Probability Theory - Gibbs measures and phase transitions | Loren Coquille |
|
20141 611500707 Vorlesung SWS |
Termine: |
Mi 14-16 | SemR 0.011, Endenicher Allee 60
| |
|
Kommentar: |
This course will contain several topics of rigorous statistical mechanics. We will give an introduction to the mathematical study of phase transitions in lattice models, with a special emphasis on the concept of Gibbs measure. We plan to discuss the following examples:
Ising model (magnetization phase transition)
Van der Waals-Maxwell theory of Condensation (liquid-vapor phase transition)
The discrete Gaussian Free Field (interface model, study of thermodynamic limit of Gaussian fields)
The recommended prerequisites include basic probability theory (law of large numbers, central limit theorem, a little combinatorics, Gaussian vectors, random walks) and basic measure theory. We plan to introduce all the other tools in a self-contained way.
|
Literatur: |
S.Friedli and Y. Velenik,
Equilibrium Statistical Mechanics of Classical Lattice Systems: a Conrete Introduction.
Project of Book to be downloaded at: www.unige.ch/math/folks/velenik/smbook/index.html
|
Link to Basis |
|