Villanea Fernando A, Kitchen Andrew, Kemp Brian M
Center for Computational Molecular Biology, Brown University, Providence, Rhode Island, USA,
Department of Anthropology, The University of Iowa, Iowa City, Iowa, USA.
Hum Biol. 2020 Aug 6;91(4):279-296. doi: 10.13110/humanbiology.91.4.04.
Bayesian methods have been adopted by anthropologists for their utility in resolving complex questions about human history based on genetic data. The main advantages of Bayesian methods include simple model comparison, presenting results as a summary of probability distributions, and the explicit inclusion of prior information into analyses. In the field of anthropological genetics, for example, implementing Bayesian skyline plots and approximate Bayesian computation is becoming ubiquitous as means to analyze genetic data for the purpose of demographic or historic inference. Correspondingly, there is a critical need for better understanding of the underlying assumptions, proper applications, and limitations of these two methods by the larger anthropological community. Here we review Bayesian skyline plots and approximate Bayesian computation as applied to human demography and provide examples of the application of these methods to anthropological research questions. We also review the two core components of Bayesian demographic analysis: the coalescent and Bayesian inference. Our goal is to describe their basic mechanics in an attempt to demystify them.
贝叶斯方法因其在基于基因数据解决有关人类历史的复杂问题方面的实用性,已被人类学家所采用。贝叶斯方法的主要优点包括简单的模型比较、将结果呈现为概率分布的汇总,以及在分析中明确纳入先验信息。例如,在人类遗传学界,实施贝叶斯天际线图和近似贝叶斯计算作为分析基因数据以进行人口统计学或历史推断的手段正变得越来越普遍。相应地,广大人类学界迫切需要更好地理解这两种方法的基本假设、正确应用及局限性。在此,我们回顾应用于人类人口统计学的贝叶斯天际线图和近似贝叶斯计算,并提供这些方法应用于人类学研究问题的实例。我们还回顾贝叶斯人口统计学分析的两个核心组成部分:溯祖理论和贝叶斯推断。我们的目标是描述它们的基本原理,试图揭开它们的神秘面纱。