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\name{sign}\title{Sign Function}\usage{sign(x)}\alias{sign}\arguments{\item{x}{a numeric vector}}\description{\code{sign} returns a vector with the signs of the correspondingelements of \code{x} (the sign of a real number is 1, 0, or \eqn{-1}if the number is positive, zero, or negative, respectively).Note that \code{sign} does not operate on complex vectors.}\details{This is a generic function: methods can be defined for itdirectly or via the \code{\link[base:groupGeneric]{Math}} group generic.}\seealso{\code{\link{abs}}}\examples{sign(pi) # == 1sign(-2:3)# -1 -1 0 1 1 1}\keyword{arith}