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\name{saddle.distn.object}\alias{saddle.distn.object}\title{Saddlepoint Distribution Approximation Objects}\description{Class of objects that result from calculating saddlepoint distributionapproximations by a call to \code{saddle.distn}.}\section{Generation}{This class of objects is returned from calls to the function\code{\link{saddle.distn}}.}\section{Methods}{The class \code{"saddle.distn"} has methods for the functions\code{\link{lines}} and \code{\link{print}}.}\section{Structure}{Objects of class \code{"saddle.distn"} are implemented as a list withthe following components.\describe{\item{quantiles}{A matrix with 2 columns. The first column contains theprobabilities \code{alpha} and the second column contains theestimated quantiles of the distribution at those probabilitiesderived from the spline.}\item{points}{A matrix of evaluations of the saddlepoint approximation. The firstcolumn contains the values of \code{t} which were used, the secondand third contain the density and cdf approximations at those pointsand the rest of the columns contain the solutions to the saddlepointequations. When \code{type} is \code{"simp"}, there is only one ofthose. When \code{type} is \code{"cond"} there are \code{2*d-1}where \code{d} is the number of columns in \code{A} or the output of\code{A(t,\dots{})}. The first \code{d} of these correspond to thenumerator and the remainder correspond to the denominator.}\item{distn}{An object of class \code{smooth.spline}. This corresponds to thespline fitted to the saddlepoint cdf approximations in points inorder to approximate the entire distribution. For the structure ofthe object see \code{smooth.spline}.}\item{call}{The original call to \code{saddle.distn} which generated the object.}\item{LR}{A logical variable indicating whether the Lugananni-Riceapproximations were used.}}}\seealso{\code{\link{lines.saddle.distn}}, \code{\link{saddle.distn}},\code{\link{print.saddle.distn}}}\keyword{nonparametric}\keyword{methods}\keyword{smooth}