Statistical power and optimal design in experiments in which samples of participants respond to samples of stimuli.
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Abstract
Researchers designing experiments in which a sample of participants responds to a sample of stimuli are faced with difficult questions about optimal study design. The conventional procedures of statistical power analysis fail to provide appropriate answers to these questions because they are based on statistical models in which stimuli are not assumed to be a source of random variation in the data, models that are inappropriate for experiments involving crossed random factors of participants and stimuli. In this article, we present new methods of power analysis for designs with crossed random factors, and we give detailed, practical guidance to psychology researchers planning experiments in which a sample of…
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Authors
3Topics & keywords
Topics
Keywords
- Statistical power
- Rule of thumb
- Sample size determination
- Sample (material)
- Computer science
- Power analysis
- Stimulus (psychology)
- Set (abstract data type)
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