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  \eqn{(x_i,y_i,m_i)}{(x[i],y[i],m[i])}, is monotone (increasing or
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  \eqn{(x_i,y_i,m_i)}{(x[i],y[i],m[i])}, is monotone (increasing or
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  decreasing) \bold{iff} the data are.
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  decreasing) \bold{iff} the data are.
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  Method \code{"hyman"} computes a \emph{monotone} cubic spline using
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  Method \code{"hyman"} computes a \emph{monotone} cubic spline using
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  Hyman filtering of an \code{method = "fmm"} fit for strictly monotonic
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  Hyman filtering of an \code{method = "fmm"} fit for strictly monotonic
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  inputs.  (Added in \R 2.16.0.)
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  inputs.  (Added in \R 2.15.2.)
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  These interpolation splines can also be used for extrapolation, that is
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  These interpolation splines can also be used for extrapolation, that is
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  prediction at points outside the range of \code{x}.  Extrapolation
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  prediction at points outside the range of \code{x}.  Extrapolation
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  makes little sense for \code{method = "fmm"}; for natural splines it
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  makes little sense for \code{method = "fmm"}; for natural splines it
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  is linear using the slope of the interpolating curve at the nearest
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  is linear using the slope of the interpolating curve at the nearest
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  when it was created, the details of which are subject to change.
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  when it was created, the details of which are subject to change.
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}
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}
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\section{Warning}{
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\section{Warning}{
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  The value returned by \code{splinefun} contains references to the code
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  The value returned by \code{splinefun} contains references to the code
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  in the current version of \R: it is not intended to be saved and
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  in the current version of \R: it is not intended to be saved and
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  loaded into a different \R session.  This is safer in \R >= 2.16.0.
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  loaded into a different \R session.  This is safer in \R >= 3.0.0.
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}
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}
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\references{
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\references{
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  Becker, R. A., Chambers, J. M. and Wilks, A. R. (1988)
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  Becker, R. A., Chambers, J. M. and Wilks, A. R. (1988)
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  \emph{The New S Language}.
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  \emph{The New S Language}.
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  Wadsworth & Brooks/Cole.
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  Wadsworth & Brooks/Cole.