Adjusting for unmeasured confounding using validation data: simplified two-stage calibration for survival and dichotomous outcomes

Vidar Hjellvik; Marie L De Bruin; Sven O Samuelsen; Øystein Karlstad; Morten Andersen; Jari Haukka; Peter Vestergaard; Frank de Vries; Kari Furu

doi:10.1002/sim.8131

Adjusting for unmeasured confounding using validation data: simplified two-stage calibration for survival and dichotomous outcomes

Vidar Hjellvik, Marie L De Bruin, Sven O Samuelsen, Øystein Karlstad, Morten Andersen, Jari Haukka, Peter Vestergaard, Frank de Vries, Kari Furu

1 Citationer (Scopus)

Abstract

In epidemiology, one typically wants to estimate the risk of an outcome associated with an exposure after adjusting for confounders. Sometimes, outcome and exposure and maybe some confounders are available in a large data set, whereas some important confounders are only available in a validation data set that is typically a subset of the main data set. A generally applicable method in this situation is the two-stage calibration (TSC) method. We present a simplified easy-to-implement version of the TSC for the case where the validation data are a subset of the main data. We compared the simplified version to the standard TSC version for incidence rate ratios, odds ratios, relative risks, and hazard ratios using simulated data, and the simplified version performed better than our implementation of the standard version. The simplified version was also tested on real data and performed well.

Originalsprog	Engelsk
Tidsskrift	Statistics in Medicine
Vol/bind	38
Udgave nummer	15
Sider (fra-til)	2719-2734
ISSN	0277-6715
DOI	https://doi.org/10.1002/sim.8131
Status	Udgivet - 10 jul. 2019

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10.1002/sim.8131

Citationsformater

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abstract = "In epidemiology, one typically wants to estimate the risk of an outcome associated with an exposure after adjusting for confounders. Sometimes, outcome and exposure and maybe some confounders are available in a large data set, whereas some important confounders are only available in a validation data set that is typically a subset of the main data set. A generally applicable method in this situation is the two-stage calibration (TSC) method. We present a simplified easy-to-implement version of the TSC for the case where the validation data are a subset of the main data. We compared the simplified version to the standard TSC version for incidence rate ratios, odds ratios, relative risks, and hazard ratios using simulated data, and the simplified version performed better than our implementation of the standard version. The simplified version was also tested on real data and performed well.",

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AU - Hjellvik, Vidar

AU - De Bruin, Marie L

AU - Samuelsen, Sven O

AU - Karlstad, Øystein

AU - Andersen, Morten

AU - Haukka, Jari

AU - Vestergaard, Peter

AU - de Vries, Frank

AU - Furu, Kari

PY - 2019/7/10

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N2 - In epidemiology, one typically wants to estimate the risk of an outcome associated with an exposure after adjusting for confounders. Sometimes, outcome and exposure and maybe some confounders are available in a large data set, whereas some important confounders are only available in a validation data set that is typically a subset of the main data set. A generally applicable method in this situation is the two-stage calibration (TSC) method. We present a simplified easy-to-implement version of the TSC for the case where the validation data are a subset of the main data. We compared the simplified version to the standard TSC version for incidence rate ratios, odds ratios, relative risks, and hazard ratios using simulated data, and the simplified version performed better than our implementation of the standard version. The simplified version was also tested on real data and performed well.

AB - In epidemiology, one typically wants to estimate the risk of an outcome associated with an exposure after adjusting for confounders. Sometimes, outcome and exposure and maybe some confounders are available in a large data set, whereas some important confounders are only available in a validation data set that is typically a subset of the main data set. A generally applicable method in this situation is the two-stage calibration (TSC) method. We present a simplified easy-to-implement version of the TSC for the case where the validation data are a subset of the main data. We compared the simplified version to the standard TSC version for incidence rate ratios, odds ratios, relative risks, and hazard ratios using simulated data, and the simplified version performed better than our implementation of the standard version. The simplified version was also tested on real data and performed well.

U2 - 10.1002/sim.8131

DO - 10.1002/sim.8131

M3 - Journal article

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JO - Statistics in Medicine

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Adjusting for unmeasured confounding using validation data: simplified two-stage calibration for survival and dichotomous outcomes

Abstract

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