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Zen and the art of multiple comparisons
Martin A Lindquist1, Amanda Mejia
1From the Department of Biostatistics, Johns Hopkins University, Baltimore, Maryland.
Properly correcting for multiple statistical tests is crucial to avoid false positives and ensure reproducible research, especially in data-intensive fields like neuroimaging. This article introduces essential methods for addressing the multiple comparisons problem.
Area of Science:
- Statistical inference
- Data-intensive research
Background:
- The challenge of multiple comparisons correction is increasingly relevant in modern data-intensive fields such as neuroimaging and genetics.
- Performing thousands of statistical tests without correction can lead to a high rate of false positives, compromising research reproducibility.
Purpose of the Study:
- To provide an introductory overview of hypothesis testing and multiple comparisons correction.
- To highlight the application of these methods in functional magnetic resonance imaging (fMRI) data analysis.
- To discuss the potential pitfalls of ignoring the multiple comparisons problem.
Main Methods:
- The article reviews fundamental concepts of hypothesis testing.
- It presents various principled techniques for correcting multiple statistical tests.
- Illustrative examples demonstrate the consequences of improper handling of multiple comparisons.
Main Results:
- Discussion of hypothesis testing and correction techniques for multiple comparisons.
- Demonstration of potential problems arising from unaddressed multiplicity.
- Exploration of effect size estimation in relation to multiple comparisons.
Conclusions:
- Failure to adequately address multiple comparisons significantly increases the risk of false positives.
- Erroneous conclusions are a direct consequence of neglecting proper statistical correction.
- Emphasizes the importance of robust statistical practices for research integrity.
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