Department Mathematik
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Inhaltsbereich

 

Program

The registration is opens on Monday morning (9 Sep 2019) at 8:30 a.m.
The scientific program finishes on Friday (13 Sep 2019) at lunch time.


Monday Tuesday Wednesday Thursday
Friday
09:00-10:00 Sturm Gurel-G Peled Sturm 09:00-10:00
Peled
10:15-11:15 Gurel-G Peled Sturm Gurel-G 10:05-10:50
Crawford
11:30-12:15 Hanson Guerra Deuschel Amir 11:15-12:00
Rodriguez





12:05-12:50
Wachtel
14:00-14:45 Kious Guo
Rosenthal

14:50-15:35
Holmes Deijfen
Procaccia

16:00-16:45 Sapozhnikov Černý

Mukherjee

16:50-17:35 Biskup
Addario-B
Mörters

17:35-18:30
wine & cheese





18:30

Goldschmidt
(at CAS)



Download program + abstracts

Mini-courses:
  • Anja Sturm: Duality of interacting particle systems andrecursive tree processes connected to mean-field limits  (slides from Lectures available)
  • Ori Gurel-Gurevich: Random walks on circle packings of planar graphs
  • Ron Peled: Proper colorings of the Zd lattice

Talks:
  • Louigi Addario-Berry: Hipster random walks and their ilk
  • Gidi Amir: Majority dynamics: Some old and new conjectures
  • Marek Biskup: Exceptional sets of two-dimensional random walks in planar domains
  • Jiří Černý́: Level-set percolation of the Gaussian free field on regular graphs and trees.
  • Nicholas Crawford: Hyperbolic Nonlinear Sigma models and Spanning Forest Measures
  • Mia Deijfen: Competing frogs on Zd
  • Jean-Dominique Deuschel: Harnack inequality for degenerate balanced random walks
  • Christina Goldschmidt: The critical random transposition random walk
  • Enrique Guerra: A proof of Sznitman’s conjecture about ballistic RWRE
  • Xiaoqin Guo: Quantitative homogenization in a balanced random environment
  • Jack Hanson: Universality of the time constant for critical first-passage percolation on the triangular lattice
  • Mark Holmes: Random graphs arising from reinforcement processes
  • Daniel Kious: Random walk on the simple symmetric exclusion process
  • Peter Mörters: The disordered Chinese restaurant and other competing growth processes
  • Chiranjib Mukherjee: The KPZ equation in d ≥ 3 and the Gaussian multiplicative chaos in the Wiener space
  • Eviatar Procaccia: Stationary Hastings-Levitov model
  • Pierre-François Rodriguez: Around random walks and percolation
  • Ron Rosenthal: Frobenius stability and random groups
  • Artem Sapozhnikov: Decoupling inequalities for the random walk loop soup
  • Vitali Wachtel: Various constructions of a harmonic function for a random walk in a cone


Last updated: Sep 5, 2019.