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Galton–Watson process
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==Further reading== {{refbegin}} * [[F. Thomas Bruss]] (1984). "A Note on Extinction Criteria for Bisexual Galton–Watson Processes". ''[[Journal of Applied Probability]]'' '''21''': 915–919. * C C Heyde and E Seneta (1977). ''I.J. Bienayme: Statistical Theory Anticipated''. Berlin, Germany. * {{Cite journal| first1 = D. G. | title = Branching Processes Since 1873 | journal = Journal of the London Mathematical Society | volume = s1-41 | pages = 385–406| last1 = Kendall | authorlink1 = David George Kendall| year = 1966| issn = 0024-6107 | doi = 10.1112/jlms/s1-41.1.385}} * {{Cite journal| first1 = D. G. | title = The Genealogy of Genealogy Branching Processes before (and after) 1873 | journal = Bulletin of the London Mathematical Society | volume = 7| issue = 3 | pages = 225–253| last1 = Kendall | authorlink1 = David George Kendall| year = 1975| issn = 0024-6093 | doi = 10.1112/blms/7.3.225}} {{refend}} * {{Cite book |last=Harris |first=Theodore Edward |url=https://www.rand.org/content/dam/rand/pubs/reports/2009/R381.pdf |title=The theory of branching processes |date=1963 |publisher=Springer-Verlag |isbn=978-3-642-51868-3 |series=[[Grundlehren der mathematischen Wissenschaften]] |volume=119 |location=Berlin}}
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