On Using Bayesian Methods to Address Small Sample Problems
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Abstract
As Bayesian methods continue to grow in accessibility and popularity, more empirical studies are turning to Bayesian methods to model small sample data. Bayesian methods do not rely on asympotics, a property that can be a hindrance when employing frequentist methods in small sample contexts. Although Bayesian methods are better equipped to model data with small sample sizes, estimates are highly sensitive to the specification of the prior distribution. If this aspect is not heeded, Bayesian estimates can actually be worse than frequentist methods, especially if frequentist small sample corrections are utilized. We show with illustrative simulations and applied examples that relying on software defaults or…
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Topics
Keywords
- Frequentist inference
- Bayesian probability
- Prior probability
- Sample size determination
- Sample (material)
- Computer science
- Econometrics
- Bayes factor
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