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## Virtualconference  Quasi logistic distributions and Gaussian scale mixing Letac, Gerard (Auteur de la Conférence) | CIRM (Editeur )

A quasi logistic distribution on the real line has density proportional to $(cosh x+cos a)^{-1}$ if $V> 0$ and $Z$ with standard normal law are independent, we say that $\sqrt{V}$ has a quasi Kolmogorov distribution if $Z\sqrt{V}$ is quasi logistic. We study the numerous properties of these generalizations of the logistic and Kolmogorov laws.

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