📄 grpintprob.rd
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\name{grpintprob}
\alias{grpintprob}
\title{Compute Probabilities of an Observation Falling into a Grouping Interval}
\description{
Compute probabilities of an observation falling into a grouping
interval when given component distribution which the observation
comes from.
}
\usage{
grpintprob(mixdat, mixpar, dist, constr)
}
\arguments{
\item{mixdat}{a data frame containing grouped data, whose first
column should be right boundaries of grouping intervals where
the first and last intervals are open-ended; whose second
column should consist of the frequencies indicating numbers of
observations falling into each interval.}
\item{mixpar}{a data frame containing the parameter values of
component distributions, which are, in order, the proportions,
means, and standard deviations.}
\item{dist}{the distribution of components, it can be one of
\code{"norm"}, \code{"lnorm"}, \code{"gamma"}, \code{"weibull"},
\code{"binom"}, \code{"nbinom"} and \code{"pois"}.}
\item{constr}{a list of constraints on parameters of component
distributions.}
}
\value{
It produces a matrix, whose each column contains the
probabilities of the observations from one component
falling into each grouping interval.
}
\examples{
data(bindat)
data(binpar)
grpintprob(bindat, binpar, "binom", mixconstr(consigma = "BINOM", size = c(20, 20, 20, 20)))
}
\keyword{internal}
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