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branching process

   Also found in: Wikipedia 0.03 sec.
branching process [′branch·iŋ ′präs·əs]
(statistics)
A stochastic process in which the members of a population may have offspring and the lines of descent branch out as the new members are born.


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Some reporting their own research and others surveying the literature, they cover record statistics, characterizing distributions through bivariate regression on differences of records, regenerative branching processes, conditional limit theorems for a continuous time and state branching process, large families and exceedances in branching processes, offspring extremes in branching processes, and statistical inferences for branching processes.
Let us recall first the definition of a multitype branching process (Harris (1963), Athreya and Ney (2004)).
As the Monte Carlo moves are made, what is called a mathematical branching process is used to correct the guesses importance function.
 
 
 
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