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supersmooth

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Supersmooth might refer to
In probability theory and statistics, smoothness of a density function is a measure which determines how many times the density function can be differentiated, or equivalently the limiting behavior of distributions characteristic function. * Formally, we call the distribution of a random variable X ordinary smooth of order if its characteristic function satisfies* * * * * d * * 0 * * * * \| * * t * * * \| * * * * * * * * * * * X * * * ( * t * ) * * * d * * 1 * * * * \| * * t * * * \| * * * * * * * * * as * * t * * * * * {\di

Supersmooth might refer to

In probability theory and statistics, smoothness of a density function is a measure which determines how many times the density function can be differentiated, or equivalently the limiting behavior of distributions characteristic function.
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