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Multiple comparisons: To compare or not to compare, that is the question
Mitchell J Barnett1, Shadi Doroudgar2, Vista Khosraviani3
1Touro University California College of Pharmacy, Clinical Sciences Department, 1310 Club Drive, Mare Island, Vallejo, CA, 94592, USA; Iowa Public Health, Board of Pharmacy, Prescription Monitoring Program, 4688 400 SW 8th St E, Des Moines, IA 50309, USA.
Researchers often adjust p-value thresholds to minimize Type-I errors in multiple comparisons. This review examines the pros and cons of these adjustments, like the Bonferroni correction, and when to apply them.
Area of Science:
- Statistics
- Experimental Design
Background:
- Minimizing Type-I errors is crucial in research.
- Single statistical tests allow direct control of Type-I error rates.
- Multiple comparisons significantly inflate the risk of Type-I errors.
Purpose of the Study:
- To review the advantages and disadvantages of adjusting p-value thresholds for multiple comparisons.
- To discuss familiar-wise and experiment-wise error rates.
- To provide guidance on when to apply or avoid p-value adjustments.
Main Methods:
- Literature review and commentary on statistical adjustment methods.
- Discussion of common adjustments, such as the Bonferroni adjustment.
- Analysis of the risks associated with rigid adjustments.
Main Results:
- While adjustments like Bonferroni aim to control Type-I errors, they can be rigid and arbitrarily applied.
- Multiple comparisons necessitate careful consideration of error rates.
- The effectiveness and appropriateness of adjustments vary.
Conclusions:
- Adjustments for multiple comparisons have benefits but also drawbacks.
- Researchers should judiciously decide when to implement p-value threshold adjustments.
- Understanding error rates is key to appropriate statistical practice.
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