AKTUELLES
Arbeitsgruppe für Stochastische Analysis
2024
Gäste
18.11.-20.11.2024
- Abdulwahab Mohamed (University of Edinburgh)
10.11.-15.11.2024
- Dr. Lucas Broux (MPI Leipzig)
05.11.-07.11.2024
- Dr. Balint Toth (University of Bristol)
13.10.-16.10.2024
- Dr. Benoit Dagallier (Université Paris Dauphine)
07.07.-12.07.2024
- Dr. Ajay Chandra (Imperial College London)
02.07.-04.07.2024
- Dr. Maximilian Engel (University of Amsterdam)
14.05.-17.05.2024
- Dr. Trishen Gunaratnam (University of Geneva)
09.04.-11.04.2024
- Sarah-Jean Meyer (University of Oxford)
07.01.-11.01.2024
- Dr. Pawel Duch (Adam Mickiewicz University, Poznan)
Workshops
GEN-Y research workshop in stochastic analysis
08–12 April 2024, Münster, Germany
Supported by the Cluster of Excellence Mathematics Münster
Organisers:
- Simon Gabriel (simon.gabriel@uni-muenster.de)
- Markus Tempelmayr (markus.tempelmayr@uni-muenster.de)
Bringing together a small group of leading young experts in their respective research areas, the goal of the workshop is to stimulate collaboration and exchange between participants. The event will provide specialists' points of view on recent developments in stochastic analysis, with a particular focus on singular stochastic PDEs. The workshop is exclusively aimed at postdocs in stochastic analysis, as well as PhD students at the University of Münster.
Workshop webpage: Link
Vorträge
2024 Sino-German Conference on Stochastic Analysis
Beijing, China | September 16 - 21, 2024
Mini-course and conference talk by Hendrik Weber on Stochastic Analysis
For more information see: Workshop link
New developments and challenges in Stochastic Partial Differential Equations
Lausanne | August 12 - 16, 2024
This is the third and final workshop of the Bernoulli Center Program "New developments and challenges in Stochastic Partial Differential Equations”. Stochastic partial differential equations (SPDEs) model a wide range of systems that involve space-time varying randomness. Due to their far reaching scope, SPDEs appear naturally in numerous scientific domains, including physics, biology, and finance. Since its initial development and thanks to recent impressive advances, the field has become mature with many different specialities and sub-fields, and bridging the gap between these sub-fields is often demanding. The role of the workshop and the research program is to bring researchers together to facilitate communications and exchange of fundamental ideas.
Mini-course by Hendrik Weber on "Large scale problems in singular SPDEs"
For more information see: Workshop link
Harmonic and Stochastic Analysis of Dispersive PDEs
Bielefeld | June 3 — 7, 2024
Talk by Hendrik Weber on "A priori bounds for the nonlinear Parabolic Anderson Model" (Thu 6 June)
For more information see: Workshop link
Mathematics Münster Mid-Term Conference
Münster | 25. — 27. März 2024
The conference is a broad mathematical conference across all areas aimed at the highest standards.
We would like to draw a picture of current developments in mathematics and get an overview of important results.
Talk by Hendrik Weber on "Noise, differential equations and quantum fields" (Wed 27 March 14:30)
For more information see: Workshop link
MPI Leipzig - Münster Retreat
Großbothen/Grimma | 26. — 28. Feb. 2024
Joint retreat by Felix Otto and workgroup members and Hendrik Weber and workgroup members
Stochastic Partial Differential Equations
THE ERWIN SCHRÖDINGER INTERNATIONAL INSTITUTE FOR MATHEMATICS AND PHYSICS (ESI), WIEN |
FEB. 12, 2024 — FEB. 16, 2024
Stochastic partial differential equations arise naturally in several models of random phoenomena, in such fields as biology, physics and engineering. In particular, while deterministic models represent an efficient tool to describe time-evolution of real-world systems, they fail in rendering the presence of possible microscopic uncertainty of the model. Such randomness components may be related to several factors and are usually tracked through the introduction of a stochastic source of randomness in the equations involved. One of the most challenging goal of the mathematics of stochastic partial differential equations is the understanding of quantitative and qualitative properties of solutions and their dependence on the coefficients.
The aim of the workshop is to bring together leading experts, as well as a number of talented young researchers and to share fresh information on new results and future perspectives. The stay at the Institute will promote informal interaction progress in collaborations.
Talk by Hendrik Weber on joint work with Salvador Esquivel A priori bounds for subcritical fractional φ4 on T3
For more information see: https://www.esi.ac.at/events/e507/
Bielefeld Stochastic afternoon
Bielefeld | 17. Jan. 2024
Talks by Guilherme De Lima Feltes on A priori bounds for 2-d generalised Parabolic Anderson Model
and Salvador Cesar Esquivel Calzada on A priori bounds for the dynamic fractional Phi4 model on the torus
2023
Workshops
Stochastic Analysis meets QFT - Critical Theory
University of Münster, June 12-14, 2023
Supported by the ERC Grant "Global Estimates for Singular Stochastic PDEs" and the Cluster of Excellence Mathematics Münster
Organisers:
- Ajay Chandra (Imperial College)
- Hendrik Weber (Münster)
- Raimar Wulkenhaar (Münster)
Over the last years, a number of new methods from stochastic analysis have been developed that allowed a new perspective on constructive field theory. Among these are the theory of singular stochastic PDEs, Barashkov-Gubinelli’s variational approach, and constructive approaches to Polchinski's continuous renormalisation group flow. While much progress has been made on controlling small scales for subcritical/superrenormalisable models there is much less known regarding the same question for critical/just-renormalizable models.
The constructive renormalisation programme has been successfully applied to quantum field theories of matrix models and tensor models. Matrix models tend to be asymptotically safe and tensor models asymptotically free at their critical dimension. These models are comparably simple and thus provide an ideal target to extend the above stochastic analysis methods to critical dimension.
The aim of this short workshop is to bring together some leading experts from both the stochastic analysis community and the QFT community to explore these exciting developments further.
Playlist talks (YouTube Mathematics Münster Channel): Link
(Note: Clicking on the link will take you to the YouTube website. During this process, data will be transmitted to YouTube.)
| Mon 12 June | Tue 13 June | Wed 14 June | |
| 9:00-9:50 |
Nikolay Barashkov |
Margherita Disertori | Nguyen Viet Dang |
| 9:50-10:20 | Coffee break | ||
| 10:20-11:10 | Rongchan Zhu Slides |
Yvain Bruned Slides |
Alexander Hock Slides |
| 11:10-11:30 | Break | ||
| 11:30-12:20 | Razvan Gurau Slides |
Nikos Zygouras Slides |
Sabine Harribey Slides |
| 12:20-14:00 | Lunch | ||
| 14:00-14:50 | Francesco de Vecchi Slides |
Martin Hairer | Vincent Rivasseau Slides |
| 14:50-15:20 | Coffee break | ||
| 15:20-16:10 | Nicolas Perkowski | Hao Shen | Léonard Ferdinand Slides |
| 16:10-16:30 | Break | ||
| 16:30-17:20 | Xiangchan Zhu Slides |
Ilya Chevyrev Slides |
Thomas Krajewski Slides |
| 17:20-17:30 | Break | ||
| 17:30-18:20 | Luca Fresta | Zhituo Wang Slides |
|
| 18:30-21:00 | Reception: Wine + Cheese |
Conference Dinner A2 Restaurant |
Reception: Wine + Cheese |
For more information see https://www.uni-muenster.de/MathematicsMuenster/events/2023/stochastic-analysis-meets-QFT.shtml
Gäste
4.12.-07.12.2023
- Dr. Tommaso Rosati (University of Warwick)
14.11.- 15.11.2023
- Dr. Mitia Duerinckx (Université Libre de Bruxelles)
12.06.-15.06.2023
- Simon Gabriel (University of Warwick)
19.04.-23.04.2023
- Prof. Dr. Jean-Christoph Mourrat (École normale supérieure de Lyon)
17.04.-18.04.2023
- Prof. Dr. Benjamin Gess (Universität Bielefeld)
- Dr. Paul Gassiat (Université Paris-Dauphine)
27.02.-03.03.2023
- Dr Giuseppe Cannizzaro (University of Warwick)
20.02.-24.02.2023
- Dr Ajay Chandra (Imperial College London)
- Dr Pavlos Tsatsoulis (Universität Bielefeld)
Dr Pavlos Tsatsoulis hält einen Vortrag über Lyapunov exponents and synchronisation by noise for systems of SPDEs am Mi 22.02. um 17:00 in Raum SRZ 216
Vorträge
PDE Colloquium
Universität Münster / 20. Juni 2023
Markus Tempelmayr (neues Gruppenmitglied seit Juni 2023) hält einen Vortrag über Some recent progress on quasilinear SPDEs am Die 20. Juni 14:15 Raum SRZ 203
Conference on Hopf algebras, operas, deformations of singular dynamics
Université de Lorraine, Nancy / 21.-23. Juni 2023
Markus Tempelmayr hält einen Vortrag über Multi-index based regularity structures for quasilinear SPDEs
Summer School on Wave Turbulence
MIT, Cambridge / July 24-28, 2023
Sponsored by the Simons Collaboration on Wave Turbulence
Four Hour Short Course By:
- Raffaele Ferrari (MIT)
- Isabelle Gallagher (Ecole Normale Supérieure)
- Jacques Vanneste (University of Edinburgh)
- Hendrik Weber (University of Münster)
- Miguel Escobedo (Universidad del País Vasco)
This summer school will introduce participants to several topics in partial differential equations at the intersection of mathematical analysis and physics through five lecture series, covering both theory and application. There are two main themes: kinetic equations describing large systems of interacting waves or particles and singular stochastic PDE. The target audience is graduate students and early-career researchers.
Application deadline: 15 May 2023
For more information see https://math.mit.edu/events/wave-turbulence/
43rd Conference on Stochastic Processes and their Applications
Lisbon, Portugal from 24 to 28 July 2023
Organised under patronage of the Bernoulli Society
Session IS12 - Singular SPDEs
Session Organiser: Hendrik Weber, Universiy of Münster
- Michael Hofstetter, University of Cambridge
- Hao Shen, University of Wisconsin-Madison
- Yu Deng, University of Southern California
For more information see https://www.spa2023.org/invitedsessions
2022
ESI Medal 2022 for Prof. Martin Hairer / Award Ceremony
Universität Wien, November 4 2022
Prof. Hendrik Weber (University of Münster): Convergence of the Ising-Kac model to Phi-4 in three dimensions