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\name{unpack}\title{Full Storage Representation of Packed Matrices}\usage{unpack(x, \dots)}\alias{unpack}\description{Expands decompositions stored in compact form into matrix factors.}\arguments{\item{x}{a matrix stored in packed form, e.g., of class \code{"d?pMatrix"}where "?" is "t" for triangular or "s" for symmetric.}\item{\dots}{further arguments passed to or from other methods.}}\value{A \code{Matrix} object containing the full-storage representation of\code{x}.}\details{This is a generic function with special methods for different typesof packed matrices. Use \code{\link{showMethods}("unpack")} to listthe methods for \code{unpack()}.}\examples{showMethods("unpack")(cp4 <- chol(Hilbert(4))) # is triangulartp4 <- as(cp4,"dtpMatrix")# [t]riangular [p]ackedstr(tp4)(unpack(tp4))\dontrun{## once we have Diagonal() :unpack(Diagonal( 1:3))}}\keyword{array}\keyword{algebra}