The Class $I_0$ for Random Increasing Upper Semicontinuous Functions

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Serval ID
serval:BIB_11603
Type
Article: article from journal or magazin.
Collection
Publications
Institution
UNIL/CHUV
Title
The Class $I_0$ for Random Increasing Upper Semicontinuous Functions
Journal
Theory of Probability and Its Applications
Author(s)
Neuenschwander D.
ISSN
1095-7219
Publication state
Published
Issued date
1999
Volume
44
Number
1
Pages
106-109
Language
english
Abstract
Let C be the convex cone USC*([0, 1], R+) of increasing upper semicontinuous functions g : [0, 1] --> R+. It is shown that the class I-0(C) of distributions on C without indecomposable factor is strictly included in the class of infinitely divisible distributions on C.
Keywords
Probability measures without indecomposable factor, Upper semicontinuous function, Infinitely divisible distributions
OAI-PMH
oai:serval.unil.ch:BIB_11603
DOI
10.1137/S0040585X97977458
Web of science
000087555000011
Create date
19/11/2007 10:31
Last modification date
20/08/2019 13:39
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