Participating
Faculty |

Name | Photo | Research Interests |

Dr. Sebastian Andres | Stochastic analysis, random processes in random environment, heat kernels, stochastic processes with reflection. | |

Dr. Roland Bauerschmidt | Random matrices, statistical mechanics. | |

Prof. Nathanaël Berestycki | Gaussian free field, SLE, Liouville quantum gravity, dimer model and random tilings, random graphs, branching and coalescing systems, and relation to partial differential equations. | |

Prof. Geoffrey Grimmett | Percolation, stochastic models in statistical physics. | |

Dr. Jason Miller | Schramm-Loewner evolution (SLE), Gaussian free field, Liouville quantum gravity, random planar maps, random walks, mixing times for Markov chains. | |

Prof. James Norris | Stochastic Analysis, Markov chains, dynamics of interacting particles, Malliavin calculus, coagulation and aggregation, scaling limits. | |

Dr. Perla Sousi | Random walks, Brownian motion, mixing times for Markov chains, percolation. |

Postdocs |

Name | Photo | Research Interests |

Dr. Jonathan Hermon | Discrete probability theory, with special emphasis on mixing times of Markov chains and cutoff phenomenon. Particle systems driven by random walks and dependent percolation. | |

Dr. Tom Hutchcroft | Planar graphs, circle packing, random graphs, maps, and other structures, random walk, potential theory, spanning forests, percolation, spin systems, self-avoiding walk, probability on groups, random permutations. | |

Dr. Marcin Lis | Statistical mechanics, combinatorics, scaling limits. | |

Dr. Wei Qian | Probability, Statistical mechanics, Brownian loop-soups, Gaussian free field, Schramm-Loewner evolution (SLE) | |

Dr. Vittoria Silvestri | Hastings-Levitov models, internal DLA, random growth models, random walks on quasi 1d structures. |

PhD students |

Name | Photo | Research Interests | Advisor |

James Bell | Stochastic Analysis | Prof. J. Norris | |

Guillaume Baverez | Liouville Quantum Gravity. | Dr. J. Miller | |

Oliver McEnteggert | Schramm-Loewner Evolutions, Gaussian Free Field, Liouville Quantum Gravity, Stochastic Analysis | Prof. J. Norris | |

Daniel Heydecker | Stochastic analysis, particularly convergence of Markov chains. | Prof. J. Norris | |

Antoine Jego | Gaussian Free Field, Random Walks, Liouville Quantum Gravity | Prof. N. Berestycki | |

Piet Lammers | Random discrete functions, Gaussian free field. | Prof. J. Norris | |

Peter Taylor | Stochastic analysis, the Random Conductance Model, interacting particle systems and SPDEs. | Dr. S. Andres | |

Sam Thomas | Mixing times, in particular of dynamically evolving systems; stochastic networks | Dr. P. Sousi | |

Mo-Dick Wong | Gaussian free field, Liouville quantum gravity, random matrices, log-correlated fields and multifractal processes. | Prof. N. Berestycki |