TY - JOUR
T1 - Handling missing values in patient-reported outcome data in the presence of intercurrent events
AU - Thomassen, Doranne
AU - Roychoudhury, Satrajit
AU - Amdal, Cecilie Delphin
AU - Reynders, Dries
AU - Musoro, Jammbe Z.
AU - Sauerbrei, Willi
AU - Goetghebeur, Els
AU - le Cessie, Saskia
AU - on behalf of SISAQOL-IMI Work Package 3
AU - Kluetz, Paul
AU - Fiero, Mallorie
AU - Chen, Ting-Yu
AU - Bhatnagar, Vishal
AU - Rutherford, Claudia
AU - van Lancker, Kelly
AU - Liu, Limin
AU - Aiyegbusi, Olalekan Lee
AU - Cruz Rivera, Samantha
AU - Calvert, Melanie
AU - Russell-Smith, Alexander
AU - Cappelleri, Joseph C.
AU - Campbell, Alicyn
AU - Falk, Ragnhild Sorum
AU - Schiel, Anja
AU - Reksten, Tove Ragna
AU - ten Seldam, Silene
AU - Ness, David
AU - Regnault, Antoine
AU - Schlichting, Michael
AU - Rantell, Khadija
AU - Molenberghs, Geert
AU - Black, Jennifer
AU - Sasseville, Maxime
AU - Rumpold, Gerhard
AU - Alanya, Ahu
AU - Gerlinger, Christoph
AU - Reijneveld, Jaap
AU - Basch, Ethan
AU - Sail, Kavita
AU - Kamalakar, Rajesh
N1 - Publisher Copyright:
© The Author(s) 2025.
PY - 2025/12/1
Y1 - 2025/12/1
N2 - Introduction: As patient-reported outcomes (PROs) are increasingly used in the evaluation of medical treatments, it is important that PROs are carefully analyzed and interpreted. This may be challenging due to substantial missing values. The missingness in PROs is often closely related to patients’ disease status. In that case, using observed information about intercurrent events (ICEs) such as disease progression and death will improve the handling of missing PRO data. Therefore, the aim of this study was to develop imputation models for repeated PRO measurements that leverage information about ICEs. Methods: We assumed a setting in which missing PRO measurements are missing at random given observed measurements, as well as the occurrence and timing of ICEs, and potentially other (baseline or time-varying) covariates. We then showed how these missingness assumptions can be translated into concrete imputation models that also account for a longitudinal data structure. The resulting models were applied to impute anonymized PRO data from a single-arm clinical trial in patients with advanced lung cancer. Results: In our trial example, accounting for death and other ICEs in the imputation of missing data led to lower estimated mean health-related quality of life (while alive) compared to an available case analysis and a naive linear mixed model imputation. Conclusion: Information about the timing and occurrence of ICEs contribute to a more plausible handling of missing PRO data. To account for ICE information when handling missing PROs, the missing data model should be separated from the analysis model.
AB - Introduction: As patient-reported outcomes (PROs) are increasingly used in the evaluation of medical treatments, it is important that PROs are carefully analyzed and interpreted. This may be challenging due to substantial missing values. The missingness in PROs is often closely related to patients’ disease status. In that case, using observed information about intercurrent events (ICEs) such as disease progression and death will improve the handling of missing PRO data. Therefore, the aim of this study was to develop imputation models for repeated PRO measurements that leverage information about ICEs. Methods: We assumed a setting in which missing PRO measurements are missing at random given observed measurements, as well as the occurrence and timing of ICEs, and potentially other (baseline or time-varying) covariates. We then showed how these missingness assumptions can be translated into concrete imputation models that also account for a longitudinal data structure. The resulting models were applied to impute anonymized PRO data from a single-arm clinical trial in patients with advanced lung cancer. Results: In our trial example, accounting for death and other ICEs in the imputation of missing data led to lower estimated mean health-related quality of life (while alive) compared to an available case analysis and a naive linear mixed model imputation. Conclusion: Information about the timing and occurrence of ICEs contribute to a more plausible handling of missing PRO data. To account for ICE information when handling missing PROs, the missing data model should be separated from the analysis model.
KW - Estimand
KW - Intercurrent event
KW - Missing data
KW - Multiple imputation
KW - Patient-reported outcomes
KW - Repeated measurements
UR - https://www.scopus.com/pages/publications/86000090077
U2 - 10.1186/s12874-025-02510-8
DO - 10.1186/s12874-025-02510-8
M3 - Article
C2 - 40025441
SN - 1471-2288
VL - 25
JO - BMC medical research methodology
JF - BMC medical research methodology
IS - 1
M1 - 56
ER -