Add to ORKGnone2The article provides an historical survey of the early contributions on infinitely divisible distributions starting from the pioneering works of de Finetti in 1929 up to the canonical forms developed in the thirties by Kolmogorov, L'evy and Khintchine. Particular attention is paid to single out the personal contributions of the above authors that were published in Italian, French or Russian during the period 1929-1938. In Appendix we report the translation from the Russian into English of a fundamental paper by Khintchine published in Moscow in 1937.mixedF. Mainardi; S. RogosinF. Mainardi; S. Rogosi
Certain families of probability distribution functions maintain their infinite divisibility under re...
This book deals with topics in the area of Lévy processes and infinitely divisible distributions suc...
The phenomenon of superconvergence is proved for all freely infinitely divisible distributions. Prec...
The principles of infinite divisibility are discussed, and illustrated by their occurrence in statis...
We study infinitely divisible (ID) distributions on the nonnegative half-line $\mathbb{R}_+$. The L\...
AbstractIn this paper, a survey is given of some recent developments in infinite divisibility. There...
In this paper, a survey is given of some recent developments in infinite divisibility. There are thr...
Bondesson (1992) said “Since a lot of the standard distributions now as known to be infinitely divis...
AbstractWe prove that the classical normal distribution is infinitely divisible with respect to the ...
Dit proefschrift is goedgekeurd door de promotoren Prof. dr. F. W. Steutel en Prof. dr. W. Vervaat f...
In the present paper we define and investigate a novel class of distributions on the simplex, termed...
AbstractIt is shown that the distribution of the ratio of two independent gamma-distributed random v...
Infinitely divisible random variables have distributions that can be written as sums of countably ma...
AbstractLα (0 ≦ α ≦ 1) is a class of infinitely divisible distributions defined by restricting the m...
We consider the question, to what extent an infinitely divisible distribution function on is determi...
Certain families of probability distribution functions maintain their infinite divisibility under re...
This book deals with topics in the area of Lévy processes and infinitely divisible distributions suc...
The phenomenon of superconvergence is proved for all freely infinitely divisible distributions. Prec...
The principles of infinite divisibility are discussed, and illustrated by their occurrence in statis...
We study infinitely divisible (ID) distributions on the nonnegative half-line $\mathbb{R}_+$. The L\...
AbstractIn this paper, a survey is given of some recent developments in infinite divisibility. There...
In this paper, a survey is given of some recent developments in infinite divisibility. There are thr...
Bondesson (1992) said “Since a lot of the standard distributions now as known to be infinitely divis...
AbstractWe prove that the classical normal distribution is infinitely divisible with respect to the ...
Dit proefschrift is goedgekeurd door de promotoren Prof. dr. F. W. Steutel en Prof. dr. W. Vervaat f...
In the present paper we define and investigate a novel class of distributions on the simplex, termed...
AbstractIt is shown that the distribution of the ratio of two independent gamma-distributed random v...
Infinitely divisible random variables have distributions that can be written as sums of countably ma...
AbstractLα (0 ≦ α ≦ 1) is a class of infinitely divisible distributions defined by restricting the m...
We consider the question, to what extent an infinitely divisible distribution function on is determi...
Certain families of probability distribution functions maintain their infinite divisibility under re...
This book deals with topics in the area of Lévy processes and infinitely divisible distributions suc...
The phenomenon of superconvergence is proved for all freely infinitely divisible distributions. Prec...