1986
A critical measure-valued branching process with infinite mean
Publication
Publication
Stochastic Analysis and Applications , Volume 4 - Issue 2 p. 117- 129
A critical spatially homogeneous measure-valued branching process in Rd is studied where the initial state has infinite asymptotic density. In low dimensions d the process becomes locally extinct, in high dimensions it explodes (locally), but in a critical dimension both effects are exhibited.
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| doi.org/10.1080/07362998608809084 | |
| Stochastic Analysis and Applications | |
| Organisation | School of Mathematics and Statistics |
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Dawson, D.A, Fleischmann, K., Foley, R.D., & Peletier, L.A. (1986). A critical measure-valued branching process with infinite mean. Stochastic Analysis and Applications, 4(2), 117–129. doi:10.1080/07362998608809084
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