Christopher Hoffman
Affiliations: | University of Washington, Seattle, Seattle, WA |
Area:
MathematicsGoogle:
"Christopher Hoffman"Children
Sign in to add trainee| Matthew Kahle | grad student | 2007 | University of Washington |
| Nathaniel D. Blair-Stahn | grad student | 2012 | University of Washington |
| Weiyang Ning | grad student | 2013 | University of Washington |
| Erik Slivken | grad student | 2014 | University of Washington |
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Publications
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| Hoffman C, Kahle M, Paquette E. (2019) Spectral Gaps of Random Graphs and Applications International Mathematics Research Notices |
| Hoffman C, Johnson T, Junge M. (2019) Cover Time For The Frog Model On Trees Forum of Mathematics, Sigma. 7 |
| Hoffman C, Rizzolo D, Slivken E. (2018) Fixed points of 321-avoiding permutations Arxiv: Combinatorics. 147: 861-872 |
| Hoffman C, Johnson T, Junge M. (2017) Recurrence and transience for the frog model on trees Annals of Probability. 45: 2826-2854 |
| Hoffman C, Kahle M, Paquette E. (2017) The Threshold for Integer Homology in Random d-Complexes Discrete and Computational Geometry. 57: 810-823 |
| Banerjee S, Hoffman C. (2016) Random mass splitting and a quenched invariance principle Stochastic Processes and Their Applications. 126: 608-627 |
| Gravner J, Hoffman C, Pfeiffer J, et al. (2015) Bootstrap percolation on the hamming torus Annals of Applied Probability. 25: 287-323 |
| Babson E, Hoffman C, Kahle M. (2011) The fundamental group of random 2-complexes Journal of the American Mathematical Society. 24: 1-28 |
| Hoffman C, Holroyd AE, Peres Y. (2009) Tail bounds for the stable marriage of Poisson and lebesgue Canadian Journal of Mathematics. 61: 1279-1299 |
| Amir G, Hoffman C. (2008) A special set of exceptional times for dynamical random walk on Z 2 Electronic Journal of Probability. 13: 1927-1951 |