Description Usage Arguments Details Value Author(s) References Examples
This function provides the potential lower bound for a 100(1 - α) % confidence interval that can be calculated for a fixed sample size, n, and an anticipated value of κ, kappa0. This version assumes that the outcome of interest has five levels.
1 | FixedN5Cats(kappa0, n, props, raters=2, alpha=0.05)
|
kappa0 |
The anticipated preliminary value of κ. |
n |
The total number of available subjects. |
props |
The anticipated prevalence of the desired traits. Note that the elements of the five element vector must be non-negative and sum to one. |
raters |
The number of raters that are available. This function allows between 2 and 6 raters. |
alpha |
The desired type I error rate. |
This function calculates the expected lower bound of a one-sided confidence interval for a fixed sample size, n, and an anticipated value of κ, kappa0. This function can illustrate the amount of precision available in the estimation of kappa for a fixed sample size. Note that a warning message is provided if any of the expected cell counts are less than 5.
n |
The specified sample size. |
kappa0 |
The specified anticipated value of κ. |
kappaL |
The calculated expected lower limit. |
props |
The anticipated proportion of individuals with the outcome. |
raters |
The number of raters. |
alpha |
The desired type I error rate. |
ChiCrit |
The critical value that is required for sample size estimation. It is typically not required and is not displayed in the summary output. |
Michael Rotondi, mrotondi@yorku.ca
Rotondi MA, Donner A. (2012). A Confidence Interval Approach to Sample Size Estimation for Interobserver Agreement Studies with Multiple Raters and Outcomes. Journal of Clinical Epidemiology, 65:778-784.
Donner A, Rotondi MA. (2010). Sample Size Requirements for Interval Estimation of the Kappa Statistic for Interobserver Agreement Studies with a Binary Outcome and Multiple Raters. International Journal of Biostatistics 6:31.
Altaye M, Donner A, Klar N. (2001). Procedures for Assessing Interobserver Agreement among Multiple Raters. Biometrics 57:584-588.
Donner A. (1999). Sample Size Requirements for Interval Estimation of the Intraclass Kappa Statistic. Communication in Statistics 28:415-429.
Bartfay E, Donner A. (2001). Statistical Inferences for Interobserver Agreement Studies with Nominal Outcome Data. The Statistician 50:135-146.
Donner A, Eliasziw M. (1987) Sample size requirements for reliability studies. Statistics in Medicine 6:441-448.
1 2 3 4 5 | ## Not run: Suppose an investigator would like to determine the expected lower bound for
kappa0=0.6 assuming he has access to 150 subjects and 2 raters. Further suppose that
the prevalence of the traits of interest are 0.4, 0.2, 0.2, 0.1, 0.1.
## End(Not run)
FixedN5Cats(kappa0=0.6, n=150, props=c(0.4, 0.2, 0.2, 0.1, 0.1), alpha=0.05, raters=2);
|
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