Finds the matrix of the partial correlations between pairs
of variables given the rest.
Usage
parcor(S)
Value
A symmetric matrix with ones along the diagonal and in position
\((r,s)\) the partial correlation between variables \(r\)
and \(s\) given all the remaining variables.
Arguments
S
a symmetric positive definite matrix, representing a
covariance matrix.
Author
Giovanni M. Marchetti
Details
The algorithm computes \(- \sigma^{rs}/(\sigma^{rr}
\sigma^{ss})^{1/2}\) where the \(\sigma^{rs}\) are concentrations,
i.e. elements of the inverse covariance matrix.
References
Cox, D. R. \& Wermuth, N. (1996). Multivariate
dependencies. London: Chapman \& Hall.