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  5. Stochastic properties of a time change random effects model
 
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Stochastic properties of a time change random effects model

Source
Mathematica Slovaca
ISSN
0139-9918
Date Issued
2026-03-01
Author(s)
Gupta, Nitin
Sahu, Pradeep Kumar
Bansal, Shilpa
DOI
10.1515/ms-2026-0128
Abstract
In this paper we develop time change models. In these models the frailty random variable enters the baseline hazard function to change the time scale which is also the case in scale change model available in literature. We investigate, when the frailty random variables are ordered then how are the corresponding population variables ordered in terms of various stochastic orders. Stochastic orders namely the usual stochastic, the likelihood ratio, the hazard rate and the mean residual life ordering between overall population variables are studied.
URI
https://repository.iitgn.ac.in/handle/IITG2025/34896
Subjects
Proportional hazard model
Scale change model
Time change model
Baseline hazard
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