Fitting cure models using pseudo-observations approaches with the R package pseudoCure

Abstract In survival analysis, it is traditionally assumed that all individuals are susceptible to the event of interest given sufficient time, a premise supported by well-established statistical software. However, scenarios exist where a considerable subset of individuals may never experience the event, highlighting the need for more sophisticated models. To address this, cure rate models have been developed, which acknowledge a “cured” subpopulation inherently nonsusceptible to the event. Existing methods for these analyses can be complex and computationally demanding. In response, the pseudoCure package (Chiou et al. in pseudoCure: a pseudoobservations approach for analyzing survival data with a cure fraction, 2024) implements an innovative solution by utilizing the pseudo-observations approach, as proposed by Su et al. (Stat Methods Med Res 31:2037–2053, 2022), offering a computationally efficient alternative. This package not only provides robust estimations but also enhances the application of generalized estimating equations in specialized cases, providing an invaluable tool in statistical practices. We demonstrate the efficacy of this package in this paper through examples to highlighting its substantial contributions to the field of survival analysis.

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Publication Details

Journal
Japanese Journal of Statistics and Data Science
Published
2025-02-01
DOI
https://doi.org/10.1007/s42081-024-00288-5
Primary Topic
Advanced Multi-Objective Optimization Algorithms
Type
article
Field-Weighted Citation Impact
0.00

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article

Fitting cure models using pseudo-observations approaches with the R package pseudoCure

Chien‐Lin Su, Sy Han Chiou, Feng‐Chang Lin
Japanese Journal of Statistics and Data Science
Advanced Multi-Objective Optimization Algorithms
article

Fitting cure models using pseudo-observations approaches with the R package pseudoCure

Chien‐Lin Su, Sy Han Chiou, Feng‐Chang Lin
article en

Abstract

Abstract In survival analysis, it is traditionally assumed that all individuals are susceptible to the event of interest given sufficient time, a premise supported by well-established statistical software. However, scenarios exist where a considerable subset of individuals may never experience the event, highlighting the need for more sophisticated models. To address this, cure rate models have been developed, which acknowledge a “cured” subpopulation inherently nonsusceptible to the event. Existing methods for these analyses can be complex and computationally demanding. In response, the pseudoCure package (Chiou et al. in pseudoCure: a pseudoobservations approach for analyzing survival data with a cure fraction, 2024) implements an innovative solution by utilizing the pseudo-observations approach, as proposed by Su et al. (Stat Methods Med Res 31:2037–2053, 2022), offering a computationally efficient alternative. This package not only provides robust estimations but also enhances the application of generalized estimating equations in specialized cases, providing an invaluable tool in statistical practices. We demonstrate the efficacy of this package in this paper through examples to highlighting its substantial contributions to the field of survival analysis.

Japanese Journal of Statistics and Data ScienceVol. 8(1)
University of North Carolina at Chapel Hill (US), Southern Methodist University (US), Worldwide Clinical Trials (United States) (US)
Southern Methodist University
Openalex Percentile: Top 98%
Advanced Multi-Objective Optimization Algorithms
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