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}
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}
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\details{
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\details{
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  If \code{expon.scaled = TRUE}, \eqn{e^{-x} I_{\nu}(x)}{exp(-x) I(x;nu)},
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  If \code{expon.scaled = TRUE}, \eqn{e^{-x} I_{\nu}(x)}{exp(-x) I(x;nu)},
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  or \eqn{e^{x} K_{\nu}(x)}{exp(x) K(x;nu)} are returned.
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  or \eqn{e^{x} K_{\nu}(x)}{exp(x) K(x;nu)} are returned.
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  For \eqn{\nu < 0}{nu < 0}, formulae 9.1.2 and 9.6.2 from
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  For \eqn{\nu < 0}, formulae 9.1.2 and 9.6.2 from
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  \bibcitet{R:Abramowitz+Stegun:1972}
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  \bibcitet{R:Abramowitz+Stegun:1972}
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  are applied (which is probably suboptimal), except for
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  are applied (which is probably suboptimal), except for
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  \code{besselK} which is symmetric in \code{nu}.
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  \code{besselK} which is symmetric in \code{nu}.
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  The current algorithms will give warnings about accuracy loss for
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  The current algorithms will give warnings about accuracy loss for