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- W1984865805 abstract "Three models of age dependent dynamics are developed which can be reduced to systems of ordinary differential equations. These include the cohort model, which is based on the Easterlin hypothesis, the welfare-cohort model and the weighted cohort model. It is shown that the behavior of solutions of the cohort model approaches that of the first order difference equation modeling populations with discrete, nonoverlapping, generations as the net maternity function of the cohort model approaches the Dirac delta function. It is shown for relatively flat maternity functions that the weighted cohort model more readily produces persistent oscillations than does the cohort model." @default.
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- W1984865805 title "Some Reducible Models of Age Dependent Dynamics" @default.
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- W1984865805 doi "https://doi.org/10.1137/0145013" @default.
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