NEW CHALLENGES IN RECIPROCAL PROCESSES, SCHRODINGER BRIDGES AND OPTIMAL TRANSPORT WITH APPLICATION TO CONTROL ENGINEERING PROBLEMS FOR CLASSICAL AND QUANTUM SYSTEMS
The workshop will take place at the Department of Mathematics, University of Padova, via Trieste 63, 35131 Padova, on Friday May 29th, 2015 in rooms 1BC45 (morning) and 1BC50 (afternoon).
Yongxin Chen (Department of Electrical and Computer Engineering University of Minnesota): Schrodinger bridges and the steering of stochastic and deterministic systems
Giovanni Conforti (Institut fur Mathematik, Universitat Potsdam): Reciprocal characteristics, lattices, and concentration of measure
Markus Fischer (Department of Mathematics University of Padova): On large deviations for the empirical measures of weakly interacting systems
Tryphon T. Georgiou (Department of Electrical and Computer Engineering University of Minnesota): The Hilbert metric and Schro ̈dinger bridges
Christian Leonard (Departement de Mathematiques et Informatique Universite ́ Paris Ouest): Looking at the Schrodinger problem with calculus of variations in mind
Sylvie Roelly (Institut fur Mathematik, Universitat Potsdam): A stochastic analysis approach for the characterization of reciprocal classes: the case of Brow- nian diffusions and of compound Poisson processes.
Francesco Ticozzi (Department of Information Engineering University of Padova): A walk to symmetrization via a Schroedingers bridge
Lorenza Viola (Department of Physics and Astronomy Dartmouth College): TBC
More details are contained in the attachment.
Paolo Dai Pra