Our researchers: Miklós Abért, László Lovász, Gábor Pete and Balázs Szegedy are organizing a summer school for graphs, groups, stochastic processes. It will take place in Budapest, Hungary from June 6 to June 10, 2022.
The School focuses on discrete structures and their limits. This is an active area of research that connects discrete mathematics with ergodic theory, stochastic processes, spectral theory, measured group theory and various branches of analysis and topology. There will be six minicourses given by distinguished researchers of the field.
Our invited lecturers has sent us their titles for the mini-courses.
- Peter Csikvari: Tutte polynomíal, random cluster model and graph limits
- Mikolaj Fraczyk: Growth in unimodular random graphs
- Yair Hartman: An invitation to Furstenberg-Poisson boundary.
- Tom Hutchcroft: Uniqueness and nonuniqueness in percolation
- Dan Kral: Combinatorial limits and flag algebra method
- Balint Virag: Random plane geometry
The registration is closed, the organizers are evaluating them and will get in touch with the applicants. For the detailed thematic see
https://erdoscenter.renyi.hu/events/summer-school-graphs-groups-stochastic-processes