Math @ Duke

 Johnson, T; Junge, M, Stochastic orders and the frog model,
Annales De L'Institut Henri PoincarÃ©, ProbabilitÃ©s Et Statistiques, vol. 54 no. 2
(May, 2018),
pp. 10131030 [doi]
 Foxall, E; Hutchcroft, T; Junge, M, Coalescing random walk on unimodular graphs,
Electronic Communications in Probability, vol. 23
(January, 2018) [doi] [abs]
 Beckman, E; Dinan, E; Durrett, R; Huo, R; Junge, M, Asymptotic behavior of the brownian frog model,
Electronic Journal of Probability, vol. 23
(January, 2018) [doi] [abs]
 Cristali, I; Ranjan, V; Steinberg, J; Beckman, E; Durrett, R; Junge, M; Nolen, J, Block size in geometric(P)biased permutations,
Electronic Communications in Probability, vol. 23
(January, 2018) [doi] [abs]
 Hoffman, C; Johnson, T; Junge, M, Recurrence and transience for the frog model on trees,
The Annals of Probability, vol. 45 no. 5
(September, 2017),
pp. 28262854 [doi]
 Hoffman, C; Johnson, T; Junge, M, From transience to recurrence with Poisson tree frogs,
The Annals of Applied Probability, vol. 26 no. 3
(June, 2016),
pp. 16201635 [doi]
 Benjamini, I; Foxall, E; GurelGurevich, O; Junge, M; Kesten, H, Site recurrence for coalescing random walk,
Electronic Communications in Probability, vol. 21
(2016) [doi]
 Johnson, T; Junge, M, The critical density for the frog model is the degree of the tree,
Electronic Communications in Probability, vol. 21
(2016) [doi]
 Junge, M, Choices, intervals and equidistribution,
Electronic Journal of Probability, vol. 20
(2015) [doi]


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