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- W2481937009 abstract "We now want to extend the diffusion approximation for branching processes considered in the previous chapter to branching Markov processes, that is to processes involving particles which act independently, branch at certain random times (as before), but also are “located” in some space (say E0 ) and move in E0 until the time of branching, as Markov processes with state space E0 . In order to specify such a process, we must specify the rules that determine the motion of each particle, the rules that determine the time of branching, and the rules that determine the number and location of the new particles produced at branching. We will do this by specifying the semigroup corresponding to the motion, an intensity (depending on location) for the time of branching, and the generating function for the new particle (offspring) distribution. All new particles will begin at the final location of their parent." @default.
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- W2481937009 date "1981-01-01" @default.
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- W2481937009 title "6. Branching Markov Processes" @default.
- W2481937009 doi "https://doi.org/10.1137/1.9781611970333.ch6" @default.
- W2481937009 hasPublicationYear "1981" @default.
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