Analysis of Stochastic Surface Evolution: From Microscopic Models to Large Scale Behaviour
Speakers
Fully funded by DFG Research Group 718.
- Lorenzo Bertini (Università di Roma La Sapienza)
- Dirk Blömker (Universität Augsburg)
On an SPDE describing amorphous surface growth - Rainer Buckdahn (Université de Bretagne Occidentale)
Pathwise Stochastic Taylor Expansions and Stochastic Viscosity Solution - Giuseppe Da Prato (SNS Pisa)
Some results on stochastic porous media equations - Nicolas Dirr (University of Bath)
Optimal paths for phase boundaries - Markos Katsoulakis (U. of Massachusetts at Amherst)
Hierarchical and multi-level coarse-graining methods - Thomas Nattermann (Universität zu Köln)
Interface depinning in random media: a physicist's approach - Matteo Novaga (University of Pisa)
Motion by curvature in discrete media - Harald Oberhauser (University of Cambridge)
Towards a (rough) pathwise theory of fully non-linear stochastic partial differential equations - Laurent R. Ponson (California Institute of Technology)
Depinning transition in material failure, Barkhausen effect and contact line motion - Errico Presutti (Universitá di Roma II)
Randomness in macroscopic equations - Panagiotis Souganidis (University of Chicago)
Moving fronts in self averaging media - Anders Szepessy (KTH Stockholm)
A Stochastic Phase-Field Model Derived from Molecular Dynamics - Hendrik Weber (Universität Bonn)
Sharp interface limit for a stochastic Allen-Cahn Equation - Nung Kwan Yip (Purdue University)
Interfacial Propagation in Inhomogeneous Medium, Some Results and Questions
Date and Location
January 29 - 31, 2009
Max Planck Institute for Mathematics in the Sciences
Inselstraße 22
04103 Leipzig
Germany
see travel instructions
Scientific Organizers
Patrick DondlMax-Planck-Institute for Mathematics in the Sciences
Stephan Luckhaus
Leipzig University
Max von Renesse
Technische Universität Berlin
Administrative Contact
Katja BielingMax Planck Institute for Mathematics in the Sciences






