1985-09-01
Critical dimension for a model of branching in a random medium
Publication
Publication
Probability Theory and Related Fields , Volume 70 - Issue 3 p. 315- 334
A critical branching random walk in a d-dimensional spatial random medium (environment) is considered. It is said to be "persistent" if there is no loss of particle intensity in the large time limit. A critical dimension dc is shown to exist such that the system is persistent if d>dc and fails to be persistent if d<dc.
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| doi.org/10.1007/BF00534864 | |
| Probability Theory and Related Fields | |
| Organisation | School of Mathematics and Statistics |
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Dawson, D.A, & Fleischmann, K. (Klaus). (1985). Critical dimension for a model of branching in a random medium. Probability Theory and Related Fields, 70(3), 315–334. doi:10.1007/BF00534864
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