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- W2490376444 abstract "By studying an admissible family of branching mechanisms introduced in Li (2014), we obtain a pruning procedure on L'evy trees. Then we could construct a decreasing L'evy-CRT-valued process ${T_t}$ by pruning L'evy trees and an analogous process ${T^*_t}$ by pruning a critical L'evy tree conditioned to be infinite. Under a regular condition on the admissible family of branching mechanisms, we show that the law of ${T_t}$ at the ascension time can be represented by ${T^*_t}$. The results generalize those studied in Abraham and Delmas (2012)." @default.
- W2490376444 created "2016-08-23" @default.
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- W2490376444 date "2014-03-03" @default.
- W2490376444 modified "2023-09-27" @default.
- W2490376444 title "Pruning Levy trees via an admissible family of branching mechanisms" @default.
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