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\arguments{
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\arguments{
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\item{x}{a numeric vector for which the boxplot will
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\item{x}{a numeric vector for which the boxplot will
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be constructed (\code{NA}s are allowed).}
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be constructed (\code{NA}s are allowed).}
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\item{coef}{this determines how far the plot ``whiskers''
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\item{coef}{this determines how far the plot ``whiskers''
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extend out from the box.
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extend out from the box.
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If \code{coef} is positive, 
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If \code{coef} is positive,
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the whiskers extend to the most extreme data point which
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the whiskers extend to the most extreme data point which
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is no more than \code{coef} times the interquartile coef
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is no more than \code{coef} times the interquartile coef
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from the box.
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from the box.
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A value of zero causes the whiskers to extend to the data extremes.}
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A value of zero causes the whiskers to extend to the data extremes.}
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}
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}
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\value{
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\value{
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This function is typically is called by \code{boxplot} to
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This function is typically is called by \code{boxplot} to
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gather the statistics necessary for producing box plots,
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gather the statistics necessary for producing box plots,
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but may be invoked separately.  The value it returns is
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but may be invoked separately.  The value it returns is
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a list with named components as follows: 
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a list with named components as follows:
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\item{stats}{a vector containing the extreme of the
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\item{stats}{a vector containing the extreme of the
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lower whisker, the lower ``hinge'', the median, the upper ``hinge''
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lower whisker, the lower ``hinge'', the median, the upper ``hinge''
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and the extreme of the upper whisker.}
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and the extreme of the upper whisker.}
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\item{n}{the number of observations in the sample.}
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\item{n}{the number of observations in the sample.}
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\item{conf}{the lower and upper extremes of the ``notch''.}
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\item{conf}{the lower and upper extremes of the ``notch''.}
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\examples{
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\examples{
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boxplot.stats(1:100)
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boxplot.stats(1:100)
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boxplot.stats(1:100, coef = 3)
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boxplot.stats(1:100, coef = 3)
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boxplot.stats(1:100, coef = 0)
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boxplot.stats(1:100, coef = 0)
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}
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}
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\keyword{dplot}