New trends In Markov Processes
Swiss Doctoral
Program in Mathematics
March 20-24, Les Diablerets,
Course 1 : Quasi-Stationary Distributions for absorbed Markov
processes,
Nicolas Champagnat,
INRIA, Nancy, France
Course 2 : Piecewise
Deterministic Markov Processes,
Florent
Malrieu, Laboratoire de Mathématiques et Physique Théorique CNRS UMR 7350, Tours, France
Mini Course 1:
Stochastic biochemical reaction networks with absolute concentration robustness
Christian Mazza, Department
of Mathematics, University of Fribourg
Mini Course 2 : Markov Chains and Glauber Dynamics in
Statistical Mechanics
Ioan
Manolescu, Department of
Mathematics, University of Fribourg
Preliminary Program
Mon
20 Morning 9h-10h30 Champagnat,
10h45-12h15 Malrieu,
Mon
20 Afternoon 14h15-15h15 Champagnat, 15h30-17h Malrieu
Tue
21 Morning : 8h30- 9h30 Malrieu, 9h45-11h15 Champagnat, 11h30 -12h30
Manolescu
Tue
21 Afternoon: Discussions and Questions
Wed
22 Morning: 9h-10h30 Champagnat,
10h45-12h15 Malrieu,
Wed
22 Afternoon: 14h15-15h15 Mazza,
15h30-16h30 Manolescu
Thu
23 Morning: 8h30-9h30 Mazza, 9h45-10h45 Malrieu, 11h-12h30 Champagnat
Thu
23 Afternoon: Discussions and Questions