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% $Id: SSasympOrig.Rd,v 1.1 1999/11/12 13:34:35 bates Exp $\name{SSasympOrig}\title{Asymptotic Regression Model through the Origin}\usage{SSasympOrig(input, Asym, lrc)}\alias{SSasympOrig}\arguments{\item{input}{a numeric vector of values at which to evaluate the model.}\item{Asym}{a numeric parameter representing the horizontal asymptote.}\item{lrc}{a numeric parameter representing the natural logarithm ofthe rate constant.}}\description{This \code{selfStart} model evaluates the asymptotic regressionfunction through the origin and its gradient. It has an\code{initial} attribute that will evaluate initial estimates of theparameters \code{Asym} and \code{lrc} for a given set of data.}\value{a numeric vector of the same length as \code{input}. It is the value ofthe expression \code{Asym*(1 - exp(-exp(lrc)*input))}. If all ofthe arguments \code{Asym} and \code{lrc} arenames of objects, the gradient matrix with respect to these names isattached as an attribute named \code{gradient}.}\author{Jose Pinheiro and Douglas Bates}\seealso{\code{\link{nls}}, \code{\link{selfStart}}}\examples{library( nls )data( Loblolly )Lob.329 <- Loblolly[ Loblolly$Seed == "329", ]SSasympOrig( Lob.329$age, 100, -3.2 ) # response onlyAsym <- 100; lrc <- -3.2SSasympOrig( Lob.329$age, Asym, lrc ) # response and gradientgetInitial(height ~ SSasympOrig(age, Asym, lrc), data = Lob.329)## Initial values are in fact the converged valuesfm1 <- nls(height ~ SSasympOrig( age, Asym, lrc), data = Lob.329)summary(fm1)}\keyword{models}