Competition on Zd driven by branching random walk
Author:
Affiliation:
1. Department of Mathematics, Stockholm University
2. Mathematical Sciences, Gothenburg University
Publisher
Institute of Mathematical Statistics
Subject
Statistics, Probability and Uncertainty,Statistics and Probability
Reference17 articles.
1. Addario-Berry, L. and Pennington, S. (2017): The front location in branching Brownian motion with decay of mass, Ann. Probab. 45, 3752-3794.
2. Ahlberg, D., Griffiths, S., Janson, S. and Morris, R. (2018): Competition in growth and urns, Rand. Struct. Alg. 54, 211-227.
3. Benjamini, I., Lyons, R., Peres, Y. and Schramm, O. (1999): Group-invariant percolation on graphs,GAFA 9, 29-66.
4. Biggins, J.D. (1978): The asymptotic shape of the branching random walk, Adv. Appl Prob. 10, 62-84.
5. Blath, J., Etheridge, A. and Meredith, M. (2007): Coexistence in locally regulated competing populations and survival of branching annihilated random walk, Ann. Appl. Probab. 17, 1474-1507.
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