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

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Nonlinear One-Sex Models,e stable population model. In reality, if the intrinsic growth rate is positive, asymptotic exponential growth cannot continue forever. In the long term, we should take into account the interactions that exist between the population and its environment. Population parameters such as fertility and mo

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Pair Formation Models,sentially one-sex models that neglect the process of . between the sexes. In reality, the mating chances depend on the existence of the other sex. It is not self-evident why persistent population growth, as observed in the real world, is possible under this model of pair formation between the sexes.

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Age-Structured SIR Epidemic Model,are essentially (chronological) age dependent; in addition, any mass vaccination policy targets individuals in specific age classes. Therefore, it is crucial to take into account the host age structure to enable realistic modeling for disease prevention policy. In this chapter, we investigate the ag

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Epidemic Models for HIV Infection, epidemic also had a huge impact on the development of mathematical epidemiology for infectious diseases, because it was the first worldwide outbreak of a newly emerging virus after mathematical epidemiology had established itself against classical endemic diseases, such as measles, rubella, influen

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