Description Usage Arguments Details Value Author(s) References See Also Examples
Computes iota as an index of interrater agreement of quantitative or nominal multivariate observations.
1 2 |
ratings |
list of n*m matrices or dataframes with one list element for each variable, n subjects m raters. |
scaledata |
a character string specifying if the data is '"quantitative"' (default) or '"nominal"'. If the data is organized in factors, '"nominal"' is chosen automatically. You can specify just the initial letter. |
standardize |
a logical indicating whether quantitative data should be z-standardized within each variable before the computation of iota. |
Each list element must contain observations for each rater and subject without missing values.
In case of one categorical variable (only one list element), iota reduces to the Fleiss exact kappa coefficient, which was proposed by Conger (1980).
A list with class '"irrlist"' containing the following components:
$method |
a character string describing the method applied for the computation of interrater reliability. |
$subjects |
the number of subjects examined. |
$raters |
the number of raters. |
$irr.name |
a character string specifying the name of the coefficient. |
$value |
value of iota. |
$detail |
a character string specifying if the values were z-standardized before the computation of iota. |
Matthias Gamer
Conger, A.J. (1980). Integration and generalisation of Kappas for multiple raters. Psychological Bulletin, 88, 322-328.
Janson, H., & Olsson, U. (2001). A measure of agreement for interval or nominal multivariate observations. Educational and Psychological Measurement, 61, 277-289.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 | data(diagnoses)
iota(list(diagnoses)) # produces the same result as...
kappam.fleiss(diagnoses, exact=TRUE)
# Example from Janson & Olsson (2001), Table 1
photo <- list()
photo[[1]] <- cbind(c( 71, 73, 86, 59, 71), # weight ratings
c( 74, 80,101, 62, 83),
c( 76, 80, 93, 66, 77))
photo[[2]] <- cbind(c(166,160,187,161,172), # height rating
c(171,170,174,163,182),
c(171,165,185,162,181))
iota(photo)
iota(photo, standardize=TRUE) # iota over standardized values
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Loading required package: lpSolve
iota for nominal data (1 variable)
Subjects = 30
Raters = 6
iota = 0.442
Fleiss' Kappa for m Raters (exact value)
Subjects = 30
Raters = 6
Kappa = 0.442
iota for quantitative data (2 variables)
Subjects = 5
Raters = 3
iota = 0.755
iota for quantitative data (2 variables)
Subjects = 5
Raters = 3
iota = 0.745
Variables have been z-standardized before the computation
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