|
The 2-nd IMAR WORKSHOPPotential Theory Bucharest,
Romania, September 9 - 29, 2002 |
INSTITUTE OF MATHEMATICS "SIMION STOILOW" |
BUCHAREST UNIVERSITY |
The workshop is organized by the "Simion
Stoilow"Institute of Mathematics of the Romanian
Academy and by the Chair of Analysis - Faculty of Mathematics of the Bucharest University We acknowledge partial support from British Council and the CERES Programme financed by the Romanian Ministery of Education and Research (Contract No. 152/2001) |
Period: |
September 9 - 29, 2002 |
Main Topics: |
1. Geometric aspects in potential theory; 2. Dirichlet structures and stochastic analysis; 3. Potential theory and Markov processes. |
Main Speakers and Titles of Lectures: |
D. Bakry (France): Entropy decay in linear and non-linear evolution equations: links with functionnal inequalities and geometric properties of diffusion operators J. Bliedtner (Germany): 1. A simple proof of the Lebesgue Differentiation Theorem. 2. The condenser problem A. Cornea (Germany): 1. Applications of controlled convergence. 2. Solution of the Dirichlet problem on Riemannian manifolds by integration on the unit sphere. F. Di Biase (Italy): B. Fuglede (Denmark): Harmonic maps from Riemannian polyhedra to geodesic spaces K. GowriSankaran (Canada): Tangential limits of potential on homogeneous trees W. Hansen (Germany): Normalized solutions of Schroedinger equations with potentially bounded measures F. Hirsch (France): Measurable metrics, intrinsic metrics and Lipschitz functions K. Janssen (Germany): Choquet-type integral representations in potential theory T.J. Lyons (Great Britain): M. Roeckner (Germany): Strong Feller properties for distorted Brownian motion and applications to finite particle systems with singular interactions K.-T. Sturm (Germany): |
Local Organizing Committee |
L. Beznea, N. Boboc, Gh. Bucur |
Contact: |
For applications and any inquiries send an e-mail to
|
Mail Address : |
Institute of Mathematics "Simion Stoilow" of the Romanian Academy, P.O. Box 1-764, RO-70700 Bucharest, Romania |
Some partial support for junior researchers (under 35) from EU or Associated Countries will be available. |