
object
, or a
square-root factor of it is obtained. Letting $\Sigma$ denote a
positive-definite matrix, a square-root factor of $\Sigma$ is
any square matrix $L$ such that $\Sigma = L'L$. This function extracts $S$ or $L$.pdMatrix(object, factor)
pdMat
, representing
a positive definite matrix.TRUE
, a square-root
factor of the positive-definite matrix represented by object
is returned; else, if FALSE
, the positive-definite matrix is
returned. Defaults to FALSE
fact
is FALSE
the positive-definite matrix
represented by object
is returned; else a square-root of the
positive-definite matrix is returned.as.matrix.pdMat
, pdFactor
,
corMatrix
pd1 <- pdSymm(diag(1:4))
pdMatrix(pd1)
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