Stochastic Summer School
August 10 - September 4, 2015
Bielefeld University
Room: V2.210
Organizers: Michael Röckner, Claudia Köhler
The school takes place within the network "From Extreme Matter to Financial Markets" funded by the German Academic Exchange Service".
Lecturers and Topics
- Viorel Barbu: About existence and uniqueness of global solution to
Navier-Stokes equations in 3-D
- Lucian Beznea: An equivalence between the Dirichlet and the Neumann problem for the Laplace operator
- Vladimir Bogachev: On the multidimensional Hardy-Landau-Littlewood inequality with the Kantorovich norm
- Iulian Cimpean: Irreducible recurrence, ergodicity, and extremality of invariant measures for resolvents
- Guiseppe Da Prato: Integral inequalities for invariant measures of some SPDEs and application to surface integrals
- Zhang Deng: The stochastic nonlinear Schrödinger equations
- Maria Gordina: Stochastic analysis and geometric functional inequalities
- Stanislaw Shaposhnikov: On uniqueness problems for nonlinear Fokker-Planck-Kolmogorov equations
- Alexander Teplyaev: Recent progress in vector analysis for Dirichlet forms
- Alexander Veretennikov: On ergodic control for 1D diffusion
- Rongchan Zhu: The Wong-Zakai Theorem for \Phi^4_3 model
- Xiangchan Zhu: Lattice approximation to \phi_4^3 model
Welcome reception and buffet
On August 12, 2015, at 9:30 a.m. the school will be opened in the framework of a welcome reception in the seminar room V2.210.
On August 27, 2015, at 5 p.m. there will be a dinner buffet. In the case of good weather this will take place outside between the university buildings V and W. Otherwise it will take place in V2.210.
