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ISS Informal Systems Seminar
Graphon Dynamical Systems: A Law of Large Numbers, Large Deviations, and Applications
Georgi Medvedev – Drexel University, United States
We study a class of evolution equations, which are derived as a continuum limit of interacting dynamical systems on convergent graph sequences. For systems on random graphs, we present a dynamical law of large numbers and a large deviation principle. We also discuss applications to the analysis of synchronization, pattern formation, and metastability in the Kuramoto model of coupled oscillators.
Biography: Georgi Medvedev received Ph.D. in Mathematics from Boston University in 1999. Before coming to Drexel University in 2002, he was a Veblen Research Instructor at Princeton University and the Institute for Advanced Study.
![Peter Caines](/system/assets/000/000/410/410.CainesP2_card.jpg)
Peter E. Caines
organizer
![Aditya Mahajan](/system/assets/000/000/465/465.MahajanA2_card.jpg)
Aditya Mahajan
organizer
![Shuang Gao](/system/assets/000/001/287/1287.GaoShuang3_card.jpg)
Shuang Gao
organizer
![Rinel Foguen](/system/assets/000/001/180/1180.FoguenRinel_card.jpg)
Rinel Foguen Tchuendom
organizer
Location
Online meeting
Zoom
Montréal Québec
Canada
Montréal Québec
Canada