Sample Size Estimation Functions for Studies of Interobserver Agreement

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Documentation for package ‘kappaSize’ version 1.2

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CI3Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Three Outcome Categories
CI4Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Four Outcome Categories
CI5Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Five Outcome Categories
CIBinary Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with a Binary Outcome
FixedN3Cats Calculation of the Lowest Expected Value, kappaL for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (3 Levels)
FixedN4Cats Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (4 Levels)
FixedN5Cats Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (5 Levels)
FixedNBinary Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Binary Outcome
Power3Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Three Outcome Categories
Power4Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Four Outcome Categories
Power5Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Five Outcome Categories
PowerBinary Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with a Binary Outcome
print.CI3Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Three Outcome Categories
print.CI4Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Four Outcome Categories
print.CI5Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Five Outcome Categories
print.CIBinary Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with a Binary Outcome
print.FixedN3Cats Calculation of the Lowest Expected Value, kappaL for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (3 Levels)
print.FixedN4Cats Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (4 Levels)
print.FixedN5Cats Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (5 Levels)
print.FixedNBinary Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Binary Outcome
print.Power3Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Three Outcome Categories
print.Power4Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Four Outcome Categories
print.Power5Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Five Outcome Categories
print.PowerBinary Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with a Binary Outcome
summary.CI3Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Three Outcome Categories
summary.CI4Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Four Outcome Categories
summary.CI5Cats Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Five Outcome Categories
summary.CIBinary Confidence Interval Approach for the Number of Subjects Required for a Study of Interobserver Agreement with a Binary Outcome
summary.FixedN3Cats Calculation of the Lowest Expected Value, kappaL for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (3 Levels)
summary.FixedN4Cats Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (4 Levels)
summary.FixedN5Cats Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Multinomial Outcome (5 Levels)
summary.FixedNBinary Calculation of the Lowest Expected Value, kappaL, for a fixed sample size in a Study of Interobserver Agreement with a Binary Outcome
summary.Power3Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Three Outcome Categories
summary.Power4Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Four Outcome Categories
summary.Power5Cats Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with Five Outcome Categories
summary.PowerBinary Power-Based Approach for the Number of Subjects Required for a Study of Interobserver Agreement with a Binary Outcome