Rigid representations of the multiplicative coalescent with linear deletion
We introduce the multiplicative coalescent with linear deletion, a continuous-time Markov process describing the evolution of a collection of blocks. Any two blocks of sizes $x$ and $y$ merge at rate $xy$, and any block of size $x$ is deleted with rate $\lambda x$ (where $\lambda\geq 0$ is a fixed p...
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| Format: | Journal article |
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Institute of Mathematical Statistics
2017
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