Coale A, Trussell J
Office of Population Research, Princeton University, NJ.
Popul Stud (Camb). 1996 Nov;50(3):469-84. doi: 10.1080/0032472031000149576.
In this review, we first examine two classical demographic models - conventional life tables and stable populations - and a modern generalization of stable population theory; we then discuss mathematical models of conception and birth. These models involve purely mathematical relations in formal demography as opposed to empirical regularities. Next we consider model age schedules of mortality, nuptialitiy, marital fertility, fertility, and migration that are explicitly based on such empirical patterns. We close this empirical section with a discussion of model stable populations, which are based on model life tables. We next examine the use of demographic models in forecasting future mortality, nuptiality, and fertility and in population projection. Following a discussion of microsimulation models, which gives us the opportunity to mention model age schedules of post partum amenorrhoea and of sterility, we close with observations about the purposes and uses of demographic models.
在本综述中,我们首先考察两种经典的人口统计学模型——传统生命表和稳定人口,以及稳定人口理论的现代推广;然后讨论受孕和生育的数学模型。这些模型涉及形式人口统计学中的纯数学关系,而非经验规律。接下来,我们考虑明确基于此类经验模式的死亡率、婚姻状况、婚内生育率、生育率和迁移的模型年龄表。我们以基于模型生命表的模型稳定人口的讨论结束这一实证部分。接下来,我们考察人口统计学模型在预测未来死亡率、婚姻状况和生育率以及人口预测中的应用。在讨论微观模拟模型之后,我们有机会提及产后闭经和不育的模型年龄表,最后我们对人口统计学模型的目的和用途进行了观察。