Graduate Seminar S4F4 Topics in percolation
M. Disertori, M. Mihailescu
location: Room: Endenicher Allee 60 SR 1.008
time: Wednesday 8(c.t.)-10
Description: see here
Prerequisites: basic notions in probability measures
Plan talks:
- 16.04 Introduction
- 23.04 Non-triviality of the critical phenomenon
- 30.04 Exponential decay in the subcritical regime
- 07.05 Uniqueness of the infinite component in the supercritical regime
- 21.05 Continuity properties of θ
- 28.05 Random walk on the infinite connected cluster
- 04.06 pc in dimension two (Part I)
- 18.06 pc in dimension two (Part II)
- 25.06 Polynomial decay at criticality in dimension two
- 02.07 Beyond Bernoulli percolation: FK percolation and connection with Ising and Potts model
Literature: selected parts of
• G. Grimmet: ”Percolation”, 1999.
• H. Duminil-Copin: ”Introduction to Bernoulli percolation”, 2022