A generalized stable model with fluctuating vital rates.

Janasamkhya Pub Date : 1988-06-01
S Mitra
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引用次数: 0

Abstract

The amenability of the stable population model to certain situations where net maternity function need not be invariant over time is exemplified by relating the changes in fertility at 2 time points by the equation m(a,t) = m(a) h(a,t)/h(t) where the form of h(t) is general and can be determined based on observed birth trajectories. Using the extended form of Easterlin's hypothesis, h(t) is taken as the reciprocal of NRR at t. The model is then applied to project NRR.

具有波动生命率的广义稳定模型。
稳定人口模型对某些情况的适应性,即净生育函数不需要随时间不变,可以通过等式m(a,t) = m(a) h(a,t)/h(t)将两个时间点的生育率变化联系起来,其中h(t)的形式是一般的,可以根据观察到的出生轨迹来确定。利用伊斯特林假设的扩展形式,取h(t)为t点NRR的倒数,然后将该模型应用于项目NRR。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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