This article is cited in 1 paper

On $V$-infinitely divisible distributions

V. Vol'kovich

Int. Colledge Israel, Karmiel, Israel

Abstract: In this paper we consider an extension of the set of infinitely divisible measures on the real line by means of centering by Gaussian laws. Connections of these measures are shown with characterization problems, Linnik distributions, superstable measures, and stochastic convolutions.

Keywords: infinitely divisible laws, $V$-infinitely divisible measures, stable distributions, Linnik distributions, stochastic convolutions.

Received: 23.03.1993

Language: English

 English version: Theory of Probability and its Applications, 1995, 40:3, 503–517

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