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邦加茨-费尼公式中的方差效应。

Variance effects in the Bongaarts-Feeney formula.

作者信息

Kohler H P, Philipov D

机构信息

Research Group on Social Dynamics and Fertility, Max Planck Institute for Demographic Research, Doberaner Str. 114, 18057 Rostock, Germany.

出版信息

Demography. 2001 Feb;38(1):1-16. doi: 10.1353/dem.2001.0004.

Abstract

Bongaarts and Feeney have recently proposed an adjusted total fertility rate to disentangle tempo effects from changes in the quantum of fertility. We propose an extension to the Bongaarts and Feeney formula that includes variance effects: that is, changes in the variance of the fertility schedule over time. If these variance effects are ignored, the mean age at birth and the adjusted total fertility rate are biased. We provide approximations for these biases, and we extend the TFR adjustment to fertility schedules with changing variance. We apply our method to the Swedish baby boom and bust, and show that variance effects are important for evaluating the relative contributions of tempo and quantum effects to the fertility change from 1985 to 1995.

摘要

邦加茨和费尼最近提出了一种调整后的总和生育率,以将时间效应与生育数量的变化区分开来。我们提议对邦加茨和费尼的公式进行扩展,纳入方差效应:即生育时间表的方差随时间的变化。如果忽略这些方差效应,出生时的平均年龄和调整后的总和生育率就会有偏差。我们给出了这些偏差的近似值,并将总和生育率调整扩展到方差变化的生育时间表。我们将我们的方法应用于瑞典的生育高峰和低谷,并表明方差效应对于评估1985年至1995年生育变化中时间效应和数量效应的相对贡献很重要。

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