📄 invgamma.rd
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\name{InvGamma}\alias{dinvgamma}\alias{rinvgamma}\alias{InvGamma}\title{The Inverse Gamma Distribution}\description{ Density function and random generation from the inverse gamma distribution.}\usage{rinvgamma(n, shape, scale = 1)dinvgamma(x, shape, scale = 1)}\arguments{ \item{x}{Scalar location to evaluate density.} \item{n}{Number of draws from the distribution.} \item{shape}{Scalar shape parameter.} \item{scale}{Scalar scale parameter (default value one).}}\value{ \code{dinvgamma} evaluates the density at \code{x}. \code{rinvgamma} takes \code{n} draws from the inverse Gamma distribution. The parameterization is consistent with the Gamma Distribution in the stats package.}\details{An inverse gamma random variable with shape \eqn{a}{a} and scale\eqn{b}{b} has mean \eqn{\frac{b}{a-1}}{b/(a-1)} (assuming \eqn{a>1}{a>1}) andvariance \eqn{\frac{b^2}{(a-1)^2(a-2)}}{(b^2)/((a-1)^2 (a-2))} (assuming\eqn{a>2}{a>2}).}\examples{density <- dinvgamma(4.2, 1.1)draws <- rinvgamma(10, 3.2)}\keyword{distribution}\seealso{\code{\link[stats]{GammaDist}}}
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