Description Usage Arguments Value Author(s) References Examples
This function when given the parameters of a study to measure an ICC calculates what is the largest p0 that can be tested for at the specified power, alpha and number of tails.
| 1 | calculateAchievablep0(p,k,alpha,tails,power,N)
 | 
| p | The intraclass correlation coefficient obtained in the study. No default. | 
| k | The number of ratings of each subject. If missing default is 2. | 
| alpha | The desired alpha for hypothesis testing. If missing default is 0.05. | 
| tails | The number of trails for hypothesis test. If missing default is 2. | 
| power | The desired power of the hypothesis test. If missing default is 0.80. | 
| N | The number of subjects in the study. No default | 
Returns a list with the following items:
| resultFrame | A data frame consisting of columns p0,N,p,k,alpha,tails and power. | 
Alasdair Rathbone, Saurabh Shaw, Dinesh Kumbhare
Maintainer: Alasdair Rathbone <alasdair.rathbone@gmail.com>
Zou, G. Y. (2012). Sample size formulas for estimating intraclass correlation coefficients with precision and assurance. Statistics in medicine, 31(29), 3972-3981.
| 1 2 | ##Calculate achieveable p0 for a given study with p=0.80,k=2,alpha=0.05,tails=2,power=0.80,N=30
calculateAchievablep0(p=0.80,k=2,alpha=0.05,tails=2,power=0.80,N=30)
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