On comparisons of population and subpopulations in frailty models

DOI10.1080/03610926.2019.1708401OpenAlexW3000582981MaRDI QIDQ5077454

Weiyong Ding, Gaofeng Da, Xiaohu Li

Publication date: 18 May 2022

Published in: Communications in Statistics - Theory and Methods (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1080/03610926.2019.1708401

zbMATH Keywords

mixturestochastic orderreverse hazard rateproportional hazard ratesadditive frailty

Mathematics Subject Classification ID

Inequalities; stochastic orderings (60E15) Statistics (62-XX) Reliability, availability, maintenance, inspection in operations research (90B25) Applications of renewal theory (reliability, demand theory, etc.) (60K10)

Uses Software

• invGauss

Cites Work

• Unnamed Item
• Properties of additive frailty model in survival analysis
• Relative stochastic comparisons of additive frailty models
• Variability ordering of multiplicative frailty models
• Some results on an additive hazards model
• Stochastic properties of conditionally independent mixture models
• Stochastic comparisons of multivariate mixtures
• Ordering comparison of negative binomial random variables with their mixtures
• Stochastic orders
• Survival and event history analysis. A process point of view
• Stochastic comparisons of multivariate frailty models
• A new stochastic order based upon Laplace transform with applications
• Stochastic comparisons of multivariate mixture models
• Stochastic comparisons of Poisson and binomial random variables with their mixtures.
• Analysis of multivariate survival data
• On relative log-concavity and stochastic comparisons
• Competing between two groups of individuals following frailty models
• Stochastic comparisons in multivariate mixed model of proportional reversed hazard rate with applications
• Negative aging and stochastic comparisons of residual lifetimes in multivariate frailty models
• Some results on the relative ordering of two frailty models
• Life distributions. Structure of nonparametric, semiparametric, and parametric families.
• General frailty model and stochastic orderings
• A time-varying shared frailty model with application to infectious diseases
• Negative dependence in frailty models
• Stochastic comparisons in frailty models
• Stochastic properties of a weighted frailty model
• On an inverse problem in mixture failure rates modelling
• MODELING A FAILURE RATE FOR A MIXTURE OF DISTRIBUTION FUNCTIONS
• A Unified Approach to Ordering Comparison of GPS Distributions with their Mixtures
• Ordering Comparison of Logarithmic Series Random Variables with their Mixtures
• The Aalen additive gamma frailty hazards model
• Stochastic Ordering of Exponential Family Distributions and Their Mixturesxk
• Modeling Survival Data Using Frailty Models
• A unified approach to stochastic comparisons of multivariate mixture models
• On General Multivariate Mixture Models
• Asymptotic failure rates for a general class of frailty models
• Asymptotic behavior of a general class of mixture failure rates
• Ageing Characteristics of the Weibull Mixtures
• Multivariate stochastic comparisons of multivariate mixture models and their applications

This page was built for publication: On comparisons of population and subpopulations in frailty models