Accounting for Model Uncertainty in the Prediction of University Graduation Rates

被引:0
作者
Cullen F. Goenner
Sean M. Snaith
机构
[1] University of North Dakota,Department of Economics
[2] University of North Dakota,Department of Economics
来源
Research in Higher Education | 2004年 / 45卷
关键词
graduation rates; prediction; Bayesian model averaging; variable selection;
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中图分类号
学科分类号
摘要
Empirical analysis requires researchers to choose which variables to use as controls in their models. Theory should dictate this choice, yet often in social science there are several theories that may suggest the inclusion or exclusion of certain variables as controls. The result of this is that researchers may use different variables in their models and come to disparate conclusions with respect to predicted effects and their statistical significance. In such cases one is uncertain of which particular set of regressors forms the model that represents the data. The approach used below accounts for uncertainty in variable selection by using Bayesian model averaging (BMA). Accounting for uncertainty, we demonstrate that BMA provides better out-of-sample prediction for university graduation rates than results based on alternative variable selection methods.
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页码:25 / 41
页数:16
相关论文
共 29 条
[1]  
Astin A. W.(1997)How “good” is your institution's retention rate? Research in Higher Education 38 647-658
[2]  
Avramov D.(2002)Stock return predictability and model uncertainty Journal of Financial Economics 64 423-458
[3]  
Bartels L. M.(1997)Specification uncertainty and model averaging American Journal of Political Science 41 641-674
[4]  
Draper D.(1995)Assessment and propagation of uncertainty, with discussion Journal of the Royal Statistical Society, Series B 57 45-97
[5]  
Hoeting J. A.(1999)Bayesian Model Averaging: A tutorial Statistical Science 14 382-417
[6]  
Madigan D.(2000)Accounting for model uncertainty in prediction of chlorophyll a in Lake Okeechobee Journal of Agricultural, Biological and Environmental Statistics 5 297-322
[7]  
Raftery A. E.(1994)Model selection and accounting for model uncertainty in graphical models using Occam's Window Journal of American Statistical Association 89 1535-1546
[8]  
Volinsky C. T.(1995)Bayesian graphical models for discrete data International Statistical Review 63 215-232
[9]  
Lamon E. C.(1999)Predicting the retention of university students Research in Higher Education 40 355-371
[10]  
Clyde M.(2000)Using Wherry's adjusted The Journal of Experimental Education 68 365-380