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使用事件依赖脆弱模型对重复事件进行贝叶斯分析:在行为观察数据中的应用

BAYESIAN ANALYSIS OF REPEATED EVENTS USING EVENT-DEPENDENT FRAILTY MODELS: AN APPLICATION TO BEHAVIORAL OBSERVATION DATA.

作者信息

Dagne Getachew A, Snyder James

机构信息

University of South Florida, 13201 Bruce B. Downs, MDC 56, Tampa, FL 33612.

出版信息

Commun Stat Theory Methods. 2010 Jan 1;39(2):293-310. doi: 10.1080/03610920902737118.

Abstract

In social interaction studies, one commonly encounters repeated displays of behaviors along with their duration data. Statistical methods for the analysis of such data use either parametric (e.g., Weibull) or semi-nonparametric (e.g., Cox) proportional hazard models, modified to include random effects (frailty) which account for the correlation of repeated occurrences of behaviors within a unit (dyad). However, dyad-specific random effects by themselves are not able to account for the ordering of event occurrences within dyads. The occurrence of an event (behavior) can make further occurrences of the same behavior to be more or less likely during an interaction. This paper develops event-dependent random effects models for analyzing repeated behaviors data using a Bayesian approach. The models are illustrated by a dataset relating to emotion regulation in families with children who have behavioral or emotional problems.

摘要

在社会互动研究中,人们经常会遇到行为的重复表现及其持续时间数据。分析此类数据的统计方法使用参数(如威布尔)或半非参数(如考克斯)比例风险模型,并进行修改以纳入随机效应(脆弱性),该效应考虑了单位(二元组)内行为重复发生的相关性。然而,特定二元组的随机效应本身无法解释二元组内事件发生的顺序。一个事件(行为)的发生会使同一行为在互动过程中再次发生的可能性或多或少。本文采用贝叶斯方法开发了事件依赖随机效应模型,用于分析重复行为数据。通过一个与有行为或情绪问题儿童的家庭中情绪调节相关的数据集对这些模型进行了说明。

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