Competing Risks Modelling via Multistate System Methodology under a Generalized Family of Distributions

Abstract This paper develops a competing risks model within the framework of Multi-State Systems (MSS) methodology, focusing on statistical inference when sojourn times (waiting times) are from a general closed-under-minima family of distributions. The proposed family includes a broad class of time-to-event distributions and thus is highly applicable to reliability theory, survival analysis and other fields of study. We set up a consistent statistical framework for inference and evaluate its performance through large-scale simulation studies. The findings validate the flexibility and accuracy of the proposed method, signifying its potential in modeling advanced failure mechanisms. The contribution of this study lies in presenting a new, holistic approach to competing risks analysis with its wide applications in various disciplines.

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Publication Details

Journal
Methodology And Computing In Applied Probability
Published
2025-05-05
DOI
https://doi.org/10.1007/s11009-025-10169-3
Citations
1
Primary Topic
Statistical Distribution Estimation and Applications
Type
article
Field-Weighted Citation Impact
2.63
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article

Competing Risks Modelling via Multistate System Methodology under a Generalized Family of Distributions

Filia Vonta, Theodora Dimitrakopoulou, Alex Karagrigoriou, Andreas Makrides
1 citations
Methodology And Computing In Applied Probability
Statistical Distribution Estimation and Applications
2.63
article

Competing Risks Modelling via Multistate System Methodology under a Generalized Family of Distributions

Filia Vonta, Theodora Dimitrakopoulou, Alex Karagrigoriou, Andreas Makrides
article en
1 citations

Abstract

Abstract This paper develops a competing risks model within the framework of Multi-State Systems (MSS) methodology, focusing on statistical inference when sojourn times (waiting times) are from a general closed-under-minima family of distributions. The proposed family includes a broad class of time-to-event distributions and thus is highly applicable to reliability theory, survival analysis and other fields of study. We set up a consistent statistical framework for inference and evaluate its performance through large-scale simulation studies. The findings validate the flexibility and accuracy of the proposed method, signifying its potential in modeling advanced failure mechanisms. The contribution of this study lies in presenting a new, holistic approach to competing risks analysis with its wide applications in various disciplines.

Methodology And Computing In Applied ProbabilityVol. 27(2)
University of Piraeus (GR), National Technical University of Athens (GR), University of the Aegean (GR)
Openalex Percentile: Top 12%
Statistical Distribution Estimation and Applications
2.63
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