This method function extracts a transpose inverse square-root factor,
or a series of transpose inverse square-root factors, of the
correlation matrix, or list of correlation matrices, represented by
object
. Letting \(\Sigma\) denote a correlation
matrix, a square-root factor of \(\Sigma\) is any square
matrix \(L\) such that \(\Sigma = L'L\). This method
extracts \(L^{-t}\).