Anne-Laure Basdevant
Published 2006-11-17Version 1
In this paper, we study additive coalescents. Using their representation as fragmentation processes, we prove that the law of a large class of eternal additive coalescents is absolutely continuous with respect to the law of the standard additive coalescent on any bounded time interval.
Fragmentation processes with an initial mass converging to infinity
Fragmentation of compositions and intervals
Equivalence of the Poincaré inequality with a transport-chi-square inequality in dimension one
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