I am an Associate Professor in School of Mathematics at Georgia Tech.
Office: 235A Skiles
Notes from courses
Order our first-passage percolation book.
Preprints / In progress
(with J. Hanson and W.-K. Lam) Universality for the time constant in 2D critical first-passage percolation. arXiv
(with A. Sen) Zero-temperature Glauber dynamics on the 3-regular tree and the median process. arXiv
(with B. Bock) The acceptance profile of invasion percolation at p_c in two dimensions. arXiv
(with J. Fickenscher) The number of ergodic measures for transitive shifts with the regular bispecial condition. arXiv
(with M. Bernstein and T. Greenwood) Sublinear variance in Euclidean first-passage percolation. arXiv
(with B. Bock, C. Newman, and V. Sidoravicius) Percolation of finite clusters and existence of infinite shielded paths. arXiv
(with J. Hanson and P. Sosoe) Strict inequality for the chemical distance exponent in two-dimensional critical percolation. arXiv
Recent work on chemical distance in critical percolation. arXiv
(with J. Hanson and P. Sosoe) On the chemical distance in critical percolation II. arXiv
11/5 - Probability seminar, Temple University / University of Pennsylvania
11/29 - Probability seminar, University of Stockholm
12/6 - Probability seminar, University of Rochester
4/4-5 - AMS sectional meeting, Purdue University
4/6 - Probability seminar, Indiana University
Co-organizer: Math Research Communities, Rhode Island, Summer 2019
Co-organizer: Recent Trends in Continuous and Discrete Probability, GaTech, 2018.
Co-organizer: AMS special session, Atlanta, Jan. 2017
Co-organizer: AMS Joint Math Meetings short course on random growth models, Atlanta, Jan. 2017.
Co-organizer: AIM workshop, first-passage percolation and related models, Aug. 2015
Co-organizer: Seymour Sherman conference, Indiana, May 2015
Co-organizer: AMS special session, Michigan State, Apr. 2015
Past postdocs: Xuan Wang, Jack Hanson, Gerandy Brito
Current Ph.D. students: David Harper
Past Ph.D. students: Wai-Kit Lam Bounghun Bock
Grants - My work is currently supported by
NSF CAREER grant -- Distances in random media