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Stochastic Processes and Differential Equations in Infinite Dimensional Spaces

31/03/2014 (09:00) - 03/04/2014 (17:30)
Ms Emily Kinchin (



The workshop brings together leading international researchers in various fields of stochastic analysis in infinite dimensional spaces. This workshop is supported by the EPSRC project Cylindrical Levy Processes and Their Applications (Markus Riedle) and the London Mathematical Society. This workshop is jointly organised by Z. Brzezniak and M. Riedle.

The programme and abstracts are now available.

Presentations from the workshop are available here

The aim of the workshop is to gain a deeper understanding of the probabilistic, and more general, mathematical difficulties underlying the study of stochastic processes and stochastic differential equations in infinite dimensions. The workshop emphasises a non-Gaussian setting, but without excluding research in this area.


The workshop hosts invited talks from leading experts including:

- D. Applebaum (Sheffield)
- A. Basse-O'Connor (Aarhus)
- Z. Brzezniak (York)
- R. Cont (London)
- S. Geiss (Innsbruck)
- I. Gyongy ( Edinburgh )
- E. Hausenblas (Leoben)
- A. Jakubowski (Torun)
- C. Marinelli (London)
- B. Maslowski (Prague)
- J. van Neerven (Delft)
- I. Pavlyukevich (Jena)
- S. Peszat (Cracow)
- E. Priola (Turin)
- L. Quer-Sardanyons (Barcelona)
- M. Röckner (Bielefeld)
- J. Rosinski (Knoxville)
- F. Russo (Paris)
- T. Schmidt (Chemnitz)
- S. Tappe (Hanover)
- J. Zabczyk (Warsaw)
- T. Zhang (Manchester

The dates of this workshop have now been extended and it will take place from 31 March until 3 April.

For registration enquiries, please email Ms Emily Kinchin with your name, affiliation and any dietary requirements before 10th March.

For any questions relating to the academic content of the event, please contact Dr Markus Riedle (




































































































































































































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