Arnab Sen, Ph.D.
Affiliations: | 2010 | Statistics | University of California, Berkeley, Berkeley, CA, United States |
Area:
Probability and stochastic processesGoogle:
"Arnab Sen"Parents
Sign in to add mentor| Steven N. Evans | grad student | 2010 | UC Berkeley | |
| (Spectra of random trees, coalescing non-Brownian particles and geometric influences of Boolean functions.) | ||||
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Publications
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| Bordenave C, Sen A, Virág B. (2017) Mean quantum percolation Journal of the European Mathematical Society. 19: 3679-3707 |
| Feldheim ON, Sen A. (2017) Double roots of random polynomials with integer coefficients Electronic Journal of Probability. 22 |
| Peled R, Sen A, Zeitouni O. (2016) Double roots of random littlewood polynomials Israel Journal of Mathematics. 213: 55-77 |
| Berestycki N, Garban C, Sen A. (2015) Coalescing Brownian flows: A new approach Annals of Probability. 43: 3177-3215 |
| Perl I, Sen A, Yadin A. (2015) Extinction window of mean field branching annihilating random walk Annals of Applied Probability. 25: 3139-3161 |
| Keller N, Mossel E, Sen A. (2014) Geometric influences II: Correlation inequalities and noise sensitivity Annales De L'Institut Henri Poincare (B) Probability and Statistics. 50: 1121-1139 |
| Sen A, Sen B. (2014) Testing independence and goodness-of-fit in linear models Biometrika. 101: 927-942 |
| Evans SN, Ralph PL, Schreiber SJ, et al. (2013) Stochastic population growth in spatially heterogeneous environments. Journal of Mathematical Biology. 66: 423-76 |
| Sen A, Virág B. (2013) The top eigenvalue of the random toeplitz matrix and the sine kernel Annals of Probability. 41: 4050-4079 |
| Bhatnagar N, Crawford N, Mossel E, et al. (2013) Scaling Limits for Width Two Partially Ordered Sets: The Incomparability Window Order. 30: 289-311 |