Small Group of work « Determinantal Markov Processes »
Date(s) : 28/01/2019 - 01/02/2019 iCal
0h00
https://conferences.cirm-math.fr/1948.html
Organizing Committee
Alexander Bufetov (Aix-Marseille Université)
For several key examples of determinantal processes emerging in random matrix theory it is possible to construct their time-dependent determinantal extension. For instance, the sine-process is extended to the dynamical sine-process, the scaling limit of the Dyson Brownian motion, a time-dependent determinantal Markov process. It remains mysterious in what generality such determinantal Markov extensions exist, and the working group is devoted to the study of this problem.
Participants :
Adrien BOULANGER
Vladimir FOMICHOV
Pierre LAZAG
Juan MARSHALL
Catégories Pas de Catégories
