orthRotate(object, method="varimax", ...)
oblqRotate(object, method="quartimin", ...)
funRotate(object, fun, ...)
"varimax"
, "quartimax"
, "geomin"
, "oblimin"
, or any gradient projection algorithms listed in the GPA
function in tGPArotation
object. Check this page for available functions:
linkS4class{EFA}
object that saves the rotated EFA solution.GPForth
function or oblique rotation using the GPFoblq
function the GPArotation
package. The resulting rotation matrix will be used to calculate standard errors of the rotated standardized factor loading by delta method by numerically computing the Jacobian matrix by the lavJacobianD
function in the lavaan
package.library(lavaan)
unrotated <- efaUnrotate(HolzingerSwineford1939, nf=3, varList=paste0("x", 1:9), estimator="mlr")
# Orthogonal varimax
out.varimax <- orthRotate(unrotated, method="varimax")
summary(out.varimax, sort=FALSE, suppress=0.3)
# Orthogonal Quartimin
orthRotate(unrotated, method="quartimin")
# Oblique Quartimin
oblqRotate(unrotated, method="quartimin")
# Geomin
oblqRotate(unrotated, method="geomin")
# Target rotation
library(GPArotation)
target <- matrix(0, 9, 3)
target[1:3, 1] <- NA
target[4:6, 2] <- NA
target[7:9, 3] <- NA
colnames(target) <- c("factor1", "factor2", "factor3")
# This function works with GPArotation version 2012.3-1
funRotate(unrotated, fun="targetQ", Target=target)
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