28-31 August 2018
Angers - France
Europe/Paris timezone

On discrete Schur-constant vectors, with applications.

29 Aug 2018, 15:50
30m
Angers - France

Speaker

Prof. Stéphane Loisel (Université de Lyon 1)

Description

This talk is concerned with Schur-constant survival models for discrete random variables. Our main purpose is to prove that the associated partial sum process is a non- homogeneous Markov chain. This is shown in different cases as the random variables take values in the set of nonnegative integers or in the set of integers smaller than $m\geq 1$. The property of Schur-constancy is also compared for thesecases. We also present a few additional results on Schur-constant vectors. This is based on joint works with Castaner, Claramunt, Lefèvre and Utev.

Presentation Materials

There are no materials yet.
Your browser is out of date!

Update your browser to view this website correctly. Update my browser now

×