泰国活产率的地理异质性分析。

D Böhning, R S Ayuthya
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引用次数: 0

摘要

背景:活产(男女)比率是人口学中使用的标准度量。最近,活产率被认为是各种环境危害的潜在指标。在本文中,混合模型应用于分析泰国活产的地理异质性在其组成的男性和女性的比例(活产比)。方法:活产数据取自1990年泰王国人口普查。聚集的级别是省,泰国有73个省。这种分析是基于一个简单的观察,即有一个与活产比率相对应的逻辑,即男性活产的比例。基于这一度量,很容易推导出一个简单而精确的统计模型:以活产数为条件,男性活产数形成二项分布,参数为lambda。如果男性活产比例存在同质性,那么所有省份都可以用单一二项分布来描述。但是,如果比例参数lambda存在异质性,则会出现混合二项分布。结果:对于1990年人口普查数据,可以识别出三组:包含84%省份的多数组,其比例参数lambda = 0.513; lambda = 0.500(男性活产婴儿较少)比例参数减小的5个省组;lambda = 0.525比例参数增大的4个省组。结论:目前尚不清楚这是如何解释的,尽管提供了一些潜在的解释。应及时确认并定期监测这些群体的稳定性。
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Analysis of geographical heterogeneity in live-birth ratio in Thailand.

Background: Live-birth (male-female) ratios are a standard measure used in demography. Recently, live-birth ratios have been considered as a potential indicator for various environmental hazards. In this paper, mixture modeling is applied to analyse the geographic heterogeneity of live-births in their composition of male and female proportions (live-birth ratio) in the Kingdom of Thailand.

Methods: Live-birth data are taken from the 1990 census of the Kingdom of Thailand. The level of aggregation is the province, of which there are 73 in Thailand. The analysis is based on the simple observation that a logical equivalent to the live-birth ratio is available, namely the proportion of male live-births. Based on this measure a simple and exact statistical model is easily derived: conditional on the number of live-births, the number of male live-births forms a binomial distribution, with parameter lambda. If there is homogeneity in the proportion of male live-births, then all provinces can be described by means of a single binomial distribution. However, if there is heterogeneity in the proportion parameter lambda, then a mixture of binomial distributions will occur.

Results: For the 1990 census data, three groups could be identified: a majority group containing 84% of the provinces and a proportion parameter of lambda = 0.513, a group of five provinces having a reduced proportion parameter of lambda = 0.500 (fewer male live-births), and a group of four provinces having an increased proportion parameter of lambda = 0.525.

Conclusions: It is unclear how this can be explained, although some potential explanations are offered. The stability of these groups in time should be confirmed and regularly monitored.

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