估计员
危害
计算机科学
事件(粒子物理)
论证(复杂分析)
离散时间和连续时间
持续时间(音乐)
逻辑回归
比例危险模型
计量经济学
统计
软件
数学
机器学习
程序设计语言
医学
内科学
化学
有机化学
艺术
文学类
物理
量子力学
作者
J. David Singer,John B. Willett
出处
期刊:Journal of educational statistics
[American Educational Research Association]
日期:1993-06-01
卷期号:18 (2): 155-195
被引量:756
标识
DOI:10.3102/10769986018002155
摘要
Educational researchers frequently ask whether and, if so, when events occur. Until relatively recently, however, sound statistical methods for answering such questions have not been readily available. In this article, by empirical example and mathematical argument, we demonstrate how the methods of discrete-time survival analysis provide educational statisticians with an ideal framework for studying event occurrence. Using longitudinal data on the career paths of 3,941 special educators as a springboard, we derive maximum likelihood estimators for the parameters of a discrete-time hazard model, and we show how the model can befit using standard logistic regression software. We then distinguish among the several types of main effects and interactions that can be included as predictors in the model, offering data analytic advice for the practitioner. To aid educational statisticians interested in conducting discrete-time survival analysis, we provide illustrative computer code ( SAS, 1989 ) for fitting discrete-time hazard models and for recapturing fitted hazard and survival functions.
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