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The supercritical multitype age-dependent branching process |
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| Authors: | Norman Kaplan |
| Affiliation: | Department of Statistics, University of California, Berkeley, California 94720 USA |
| Abstract: | Let X(t) = (X1(t),…, Xp(t)) be a p-dimensional supercritical age-dependent branching process. For an appropriate α > 0, necessary and sufficient conditions are found for X(t) e?αt to converge to a nondegenerate random vector W. Several properties of W are also determined. |
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