A real random variable $X$ has a Cauchy law $C(a, b)$ if its density is $b\pi^{-1}\lbrack (x - a)^2 + b^2 \rbrack^{-1}$, with $b > 0$ and $a$ real. Let $f$ be a ...
This is a preview. Log in through your library . Abstract A simple representation of a class of functions of Cauchy variates whose members are also Cauchy variates is given. This leads to a ...
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