Description Usage Arguments Details Value References See Also Examples
View source: R/reliabilities.R
The congeneric reliability is a the sum score reliability for the
congeneric measurement model. The function takes either a
lavaan
object or a list containing the matrix of factor loadings
and the diagonal matrix of residual variances.
1 | omega(object)
|
object |
Either a |
The congeneric measurement model is the linear factor model with one latent
variable, potentially different loadings, and a diagonal residual variance
matrix. Coefficient H (see coefficient_H
) is also a
reliability under the congeneric measurement model. The difference between
coefficient H and the congeneric reliability lies in the implied factor
scores. While the congeneric reliability uses sum scores where each item
in the scale is given the same weight, coefficient H uses best possible
linear combination of the items in terms of squared error loss.
When all factor loadings are equal the congeneric reliability equals coefficient alpha. If all residual variances are equal as well, the congeneric reliability equals the standardized coefficient alpha.
This function does not find the optimal selection of variables and does
not flip the sign of any items. Use reliability
with
type = "sumscore"
to do this.
A numeric containing the value of the congeneric reliability.
Cronbach, L.J. (1951) "Coefficient alpha and the internal structure of tests." Psychometrika, 16, 297-334.
coefficient_H
for the linear reliability under the
congeneric model. reliability
for reliabilities under the
linear factor model, which includes optimization of which elements to
include in the model when type = "sumscore"
.
1 2 3 4 5 6 7 8 | model <- " g =~ x1 + x2 + x3 + x4 + x5 + x6 + x7 + x8 + x9 "
fit <- lavaan::cfa(model = model, data = lavaan::HolzingerSwineford1939)
# The congeneric reliability uses all items supplied.
omega(fit)
# But the reliability function finds the optimal choice of variables.
reliability(fit, type = "sumscore")
|
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