Alpha-gamma tree, splitting rule, sampling consistency, self-similar fragmentation, dislocation measure, continuum random tree, R-tree, Markov branching model | (1) |
Branching Brownian motion with absorption; spine constructions; additive martingales. | (1) |
Branching random walk, total progeny. | (1) |
Branching random walks ; survival probability | (1) |
branching process, heavy tail phenomena, SIR epidemics | (1) |
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On the birth-and-assassination process, with an application to scotching a rumor in a network Bordenave, Charles; Université de Toulouse & CNRS
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Survival Probability of the Branching Random Walk Killed Below a Linear Boundary Bérard, Jean; Université Claude Bernard - Lyon 1 - Gouéré, Jean-Baptiste; Université d'Orléans
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On the occupation measure of super-Brownian motion Le Gall, Jean-Francois; Ecole normale superieure de Paris - Merle, Mathieu; UBC Vancouver
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Tail asymptotics for the total progeny of the critical killed branching random walk Aidekon, Elie E.F.; Technische Universiteit Eindhoven
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A new family of Markov branching trees: the alpha-gamma model Chen, Bo; University of Oxford - Ford, Daniel; Google Inc. - Winkel, Matthias; University of Oxford
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Survival probabilities for branching Brownian motion with absorption Harris, John William; University of Bristol - Harris, Simon C; University of Bath
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General branching processes conditioned on extinction are still branching processes Jagers, Peter; Chalmers University of Technology and University of Gothenburg - Lagerås, Andreas Nordvall; Department of Mathematics, Stockholm University
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