On shifting iterated convolutions II

A. J. Stam

Displaying similar documents to “On shifting iterated convolutions II”

On shifting iterated convolutions I

A. J. Stam (1965-1966)

Compositio Mathematica

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Central limit theorem for coloured hard dimers.

Bernabei, Maria Simonetta, Thaler, Horst (2010)

Journal of Probability and Statistics

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Renewal theory in $r$ dimensions (I)

A. J. Stam (1969)

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Class of unimodal distributions and its transformations

Tomáš Cipra (1978)

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Some properties and applications of probability distributions based on MacDonald function

Oldřich Kropáč (1982)

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In the paper the basic analytical properties of the MacDonald function (the modified Bessel function of the second kind) are summarized and the properties of some subclasses of distribution functions based on MacDonald function, especially of the types $x^{n} K_{n} (x), x \geq 0, {|x|}^{n} K_{n} (x |x|), x \in 𝐑$ and $x^{n + 1} K_{n} (x), x \geq 0$ are discussed. The distribution functions mentioned are useful for analytical modelling of composed (mixed) distributions, especially for products of random variables having distributions of the exponential type. Extensive and...

An operator for characteristic functions

Artikis, Theodore (1983-1984)

Portugaliae mathematica

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Displaying similar documents to “On shifting iterated convolutions II”