Our understanding of many physical systems is based on nonlinear evolution equations with randomness. Nonlinear evolution equations with randomness are not only of physical significance, but also of intrinsic mathematical interest. Their study lies at the interface of analysis and probability theory. They pose interesting and challenging questions about Gibbs measures, their invariance and almost sure global existence, propagation of randomness and renormalization.
The program aims at bringing together researchers in dispersive equations, probability and harmonic analysis to make progress towards some well established open problems.
Link to Trimester Program website
Scientific Organizers:
- Bjoern Bringmann (Princeton University)
- Herbert Koch (University of Bonn)
- Andrea R. Nahmod (University of Massachusetts Amherst)
- Nicolas Perkowski (Freie Universität Berlin)
- Leonardo Tolomeo (University of Edinburgh)
Trimester Program Events:
Each week of the Trimester Program includes numerous activities, such as a seminar series, lecture series, reading courses and so on. In addition, there are some major events, three workshops and one summer school. The workshops are aimed at people who are participants in the Trimester Program at that time. It is not possible to apply only for these workshops. The Summer School is aimed at early-career researchers, especially PhD students and postdocs. There is a separate application platform for this event, which can be found on the School's event page.
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Introductory Summer School on "Gibbs measures and wellposedness"
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Workshop "Statistical Mechanics of dispersive equations: Construction, Derivation, and Properties of Gibbs measures"
- Conference "Dynamics of nonlinear dispersive and wave phenomena in the presence of randomness"