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- W4244067683 abstract "This paper presents the theory of a multivariate birth-and-death process and its representation as a branching process. The bivariate linear birth-and-death process may be used as a model for various epidemic situations involving two types of infective. Various properties of the transient process are discussed and the distribution of epidemic size is investigated. For the case of a disease spread solely by carriers when the two types of infective are carriers and clinical infectives the large population version of a model proposed by Downton (1968) is further developed and shown under appropriate circumstances to closely approximate Downton's model." @default.
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- W4244067683 date "1973-03-01" @default.
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- W4244067683 title "Multivariate birth-and-death processes as approximations to epidemic processes" @default.
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- W4244067683 doi "https://doi.org/10.2307/3212492" @default.
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