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On the sample size for studies based upon McNemar's test.
1UCLA Department of Biostatistics 90024-1772.
Statistics in Medicine
|August 1, 1992
Summary
Calculating sample size for McNemar's test is simplified when discordance probability is unknown. This method uses marginal probabilities to determine sample size, offering a practical alternative for study design.
Area of Science:
- Biostatistics
- Clinical Trials
Background:
- McNemar's test is used for paired dichotomous data.
- Sample size calculation typically requires discordance probability and odds ratio.
- Investigators often lack precise discordance probability estimates.
Purpose of the Study:
- To develop a method for sample size calculation for McNemar's test when discordance probability is unknown.
- To utilize marginal probabilities to estimate sample size requirements.
- To compare the proposed method's sample size estimates with existing literature.
Main Methods:
- Utilizing marginal probabilities to define admissible ranges for off-diagonal cell probabilities.
- Calculating sample size based on these admissible ranges.
- Comparing derived sample sizes with values from Schlesselman and Connett et al.
Main Results:
- The proposed method provides a practical approach to sample size calculation without prior discordance probability.
- Sample size estimates are comparable to those obtained through Monte Carlo simulations.
- The method establishes bounds for cell probabilities based on marginal probabilities.
Conclusions:
- This approach offers a viable alternative for sample size determination in studies using McNemar's test.
- It enhances study planning by accommodating uncertainty in discordance probability.
- The findings align with previous simulation-based results, validating the method.