Random Combinatorial Structures and Statistical Mechanics
Palazzo Pesaro-Papafava, Venice, Monday 6 - Friday 10 May 2013
Main topics: Disordered systems, interacting stochastic particle systems, coagulation and fragmentation models, and aspects of random matrices
Organisers: Yan Fyodorov, Stefan Grosskinsky, Daniel Ueltschi
Registration
Program: you can find here the updated booklet.
Confirmed speakers
- Louis-Pierre Arguin (Université de Montréal) • Poisson-Dirichlet statistics for the extremes of log-correlated Gaussian fields
- Jean Bertoin (Universität Zürich) • Almost giant clusters for percolation on large trees with logarithmic heights
- Volker Betz (Universität Darmstadt / Warwick) • Planar spatial random permutations
- Alessandra Bianchi (Universitá Padova) • Random walks in a 1D Levy random environment
- Anton Bovier (Universität Bonn) • Branching Brownian motion: extremal process and ergodic theorems
- Nick Ercolani (University of Arizona) • Nonlinear evolution equations in the combinatorics of random maps
- Alessandra Faggionato (Universitá La Sapienza) • Nonequilibrium dynamics in the East model
- Davide Gabrielli (Universitá l'Aquila) • Large deviations for the empirical ow of continuous time Markov chains
- Sasha Gnedin (Queen Mary University) • Functionals of random partitions and the generalised Erdös-Turan laws for permutations
- Geoffrey Grimmett (University of Cambridge) • Percolation of finite clusters
- Alan Hammond (University of Oxford) • The phase transition to infinite cycles in the random stirring model on trees
- Frank den Hollander (Universiteit Leiden) • Extremal geometry of a Brownian porous medium
- Chris Hughes (University of York) • Extreme behaviour
- Sabine Jansen (Universiteit Leiden) • Many-species Tonks gas
- Boris Khoruzhenko (Queen Mary University) • How many eigenvalues of a truncated orthogonal matrix are real?
- Wolfgang König (WIAS / TU Berlin) • A Variational Formula for the Free Energy of a Many-Boson System
- Roman Kotecký (University of Warwick) • Long range order for planar Potts antiferromagnets
- Gady Kozma (Weizmann Institute) • Random points in the metric polytope
- Cécile Mailler (Université de Versailles) • Smoothing equations for large two-colour Polya urns
- James Martin (University of Oxford) • Mean-field forest fire models
- Peter Mörters (University of Bath) • Condensation in models of selection and mutation
- Neil O'Connell (University of Warwick) • Geometric RSK correspondence, Whittaker functions and random polymers
- Dudley Stark (Queen Mary University) • Developments in the Khintchine-Meinardus probabilistic method for asymptotic enumeration
- Stephen Tate (University of Warwick) • Multispecies virial expansion
- Balint Tóth (University of Bristol / Budapest) • Two routes to superdiffusivity
- Roger Tribe (University of Warwick) • Annihilating Brownian motions on R is an extended Pfaffian point process
- Yvan Velenik (Université de Genève) • On the Gibbs states of the 2d Potts model
- Oleg Zaboronski (University of Warwick) • Ginibre process
- Dirk Zeindler (Universität Bielefeld) • Asymptotic statistics of cycles in surrogate-spatial random permutations
- Ofer Zeitouni (Weizmann Institute) • Slowdown for branching Brownian motions
- Nikos Zygouras (University of Warwick) • Continuum limits of pinning and copolymer models
Information
Traveling to Venice
Information can be found here.
Accommodation
Rooms are being booked in several nearby hotels. There will be more information soon.
Venue of the conference
The meeting will take place in the Palazzo Pesaro-Papafava.
Further questions
If you have questions, please contact the Venice coordinator Chiara Croff, venice@warwick.ac.uk, or the organisers Yan Fyodorov, y.fyodorov@qmul.ac.uk, Stefan Grosskinsky, s.w.grosskinsky@warwick.ac.uk, or Daniel Ueltschi, daniel@ueltschi.org.
This is the 2nd joint workshop QMUL-Warwick, more information here.
Palazzo Pesaro-Papafava
Supported by
Warwick Research Development Fund,
RGLIS Network of the European Science Foundation (ESF),
Centre for Discrete Mathematics and its Applications (DIMAP),
School of Mathematics at QMUL