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Probability Model for Human Fertility Behavior: Straddling Birth Interval Under Realistic Assumptions

机译:人类生育行为的概率模型:现实假设下的跨越生育间隔

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Fertility analysis is important in understanding past, current and future trends of population size, Composition and growth. Information on fertility levels, patterns and trends experienced by a country is important for socio-economic planning, monitoring and evaluating programs. In recent years the study of birth intervals has acquired importance because of its relationships to fertility. The data on straddling birth interval, defined as a closed birth interval that straddles the survey date, is easy to obtain more accurately, though the collection of data requires retrospective as well as prospective surveys. This type of interval is useful for the study of reproduction of subsequent fecund women of a particular age group. In this paper, a probability distribution for the straddling birth interval regardless of parity has been derived by taking into account that different proportion of females are exposed to the risk of conception at different point of time. In this derived model, fecundability (λ) has been considered to be constant over the study period. The duration of time from the point of termination of PPA to the state of exposure has been taken as random variable (μ) which follows exponential distribution. The maximum likelihood estimation technique has been used for the estimation of parameter (λ) & (μ) through derived model.
机译:生育力分析对于了解过去,现在和将来的人口规模,构成和增长趋势非常重要。一个国家经历的有关生育水平,模式和趋势的信息对于社会经济规划,监测和评估方案很重要。近年来,对生育间隔的研究由于其与生育力的关系而变得越来越重要。跨越生育间隔的数据(定义为跨越调查日期的封闭生育间隔)很容易更准确地获得,尽管数据收集需要回顾性调查和前瞻性调查。这种类型的间隔对于研究特定年龄组的后继胎妇女的生殖很有用。在本文中,考虑到不同比例的女性在不同的时间点受孕的风险,得出了不分性别的跨越式生育间隔的概率分布。在此派生模型中,可生育力(λ)被认为在研究期间是恒定的。从PPA终止点到暴露状态的持续时间已被视为遵循指数分布的随机变量(μ)。最大似然估计技术已用于通过导出模型估计参数(λ)和(μ)。

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