Back to search

Multiple imputation of partially observed covariates in discrete-time survival analysis

DSEID
DSEID-001-9390855
DOI
10.1177/00491241221140147
Journal
Sociological Methods & Research
Publisher
SAGE Publications
Published
2024-11
Status
metadata_only

Abstract

Discrete-time survival analysis (DTSA) models are a popular way of modeling events in the social sciences. However, the analysis of discrete-time survival data is challenged by missing data in one or more covariates. Negative consequences of missing covariate data include efficiency losses and possible bias. A popular approach to circumventing these consequences is multiple imputation (MI). In MI, it is crucial to include outcome information in the imputation models. As there is little guidance on how to incorporate the observed outcome information into the imputation model of missing covariates in DTSA, we explore different existing approaches using fully conditional specification (FCS) MI and substantive-model compatible (SMC)-FCS MI. We extend SMC-FCS for DTSA and provide an implementation in the smcfcs R package. We compare the approaches using Monte Carlo simulations and demonstrate a good performance of the new approach compared to existing approaches.

Metadata is indexed. Open-access discovery has not completed for this record yet.

Publisher or DOI landing page

PDF

No local PDF is available.

GROBID Extracted text; discontinued.

This text is generated from TEI extraction for accessibility, search, and TTS. Formulas, tables, figures, page layout, and references may not perfectly match the original PDF.

No accessible text representation is available. The text extraction service has been discontinued for the time being. If you require this service, for accessibility or any other reason, please submit an issue/request on this page.

Metadata

Title
Multiple imputation of partially observed covariates in discrete-time survival analysis
Delta ID
DSEID-001-9390855
Authors
Anna-Carolina Haensch, Jonathan Bartlett, Bernd Weiß
Abstract source
crossref
Source URL
None
Access
closed_or_uncertain
Licence
unknown
PDF SHA-256
TEI SHA-256
GROBID

Issues

No public issues have been filed for this DOI.

Submit an issue

Record history

WhenEventFieldOldNew
2026-06-18 19:37:53.011249+00:00identifier_assignedDSEIDDSEID-001-9390855