Power Calculation for the Cochran-Mantel-Haenszel Test1 years ago
Calculating post hoc Power | The Data Set | The Test Statistic | The Power Calculation | Power and Effect Size in a Negative Result | References
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Introduction to the Cochran-Mantel-Haenszel Test2 years ago
Introduction | Partial and Marginal Tables | Example | Conditional, Marginal, and Common Odds Ratios | Demonstration of Algebraic Equivalence of using Frequencies or Proportions in Odds Ratio Calculation | Conditional and Marginal Association/Independence | Homogeneous Association/Independence | References
Computing your Eddington number using the eddington package.3 years ago
Introduction | The Data | Histogram of Daily Mileages | Computing Eddington Numbers | Cumulative E | Addtional Functionality | Incrementing to the Next Eddington Number | Stretch Goals | Check if a Dataset Satisfies an Arbitrary E | Conclusion
Sample Size Calculation for the Cochran-Mantel-Haenszel Test9 years ago
Background | The Research Question | Calculating Sample Size | Methods | Uncorrected | Continuity Corrected Estimate | Unequal Numbers of Cases and Controls | A Closer Look at a Partial Table | References
