Titlebook: Age-Structured Population Dynamics in Demography and Epidemiology; Hisashi Inaba Book 2017 Springer Science+Business Media Singapore 2017

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onlinear renewal process of an infected population, this book will provide a natural unification point of view for demography and epidemiology. The well-known epidemic threshold principle is formulated by the b978-981-10-9098-1978-981-10-0188-8

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The Stable Population Model,of mathematical studies in population biology, epidemiology, and social sciences. In this chapter, we formulate the stable population model as an initial-boundary value problem of the McKendrick partial differential equation. We investigate the basic properties of the model based on Lotka’s integral

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Nonlinear One-Sex Models,he population, in this chapter, we only consider the mechanism of density-dependence in a one-sex age-structured population. In the first half of this chapter, we discuss the ., and in the latter half, we consider the ..

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Variable Susceptibility, Reinfection, and Immunity,sic properties. The potential importance of the Kermack–McKendrick reinfection model is that it can take into account variable susceptibility and reinfection, and will thus be a useful starting point in considering the epidemiological life history of individuals. The Pease influenza model can be see

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Basic Reproduction Number ,,r has been developed as a central tenet of both infectious disease epidemiology and general population dynamics. Recently, this basic idea has evolved considerably to allow its application to time-heterogeneous environments. In this chapter, we sketch a general theory of .. First, we formulate a gen

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