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Updated: Mar 20, 2026

An R-Based Landscape Validation of a Competing Risk Model
Published on: September 16, 2022
Geographic and temporal validity of prediction models: different approaches were useful to examine model performance
Peter C Austin1, David van Klaveren2, Yvonne Vergouwe3
1Institute for Clinical Evaluative Sciences, G106, 2075 Bayview Avenue, Toronto, Ontario M4N 3M5, Canada; Institute of Health Policy, Management and Evaluation, University of Toronto, 155 College Street, Suite 425, Toronto, Ontario M5T 3M6, Canada; Schulich Heart Research Program, Sunnybrook Research Institute, 2056 Bayview Avenue, Toronto, Ontario M4N 3M5, Canada.
Objective:
Validation of clinical prediction models traditionally refers to the assessment of model performance in new patients. We studied different approaches to geographic and temporal validation in the setting of multicenter data from two time periods.
Study Design And Setting:
We illustrated different analytic methods for validation using a sample of 14,857 patients hospitalized with heart failure at 90 hospitals in two distinct time periods. Bootstrap resampling was used to assess internal validity. Meta-analytic methods were used to assess geographic transportability. Each hospital was used once as a validation sample, with the remaining hospitals used for model derivation. Hospital-specific estimates of discrimination (c-statistic) and calibration (calibration intercepts and slopes) were pooled using random-effects meta-analysis methods. I2 statistics and prediction interval width quantified geographic transportability. Temporal transportability was assessed using patients from the earlier period for model derivation and patients from the later period for model validation.
Results:
Estimates of reproducibility, pooled hospital-specific performance, and temporal transportability were on average very similar, with c-statistics of 0.75. Between-hospital variation was moderate according to I2 statistics and prediction intervals for c-statistics.
Conclusion:
This study illustrates how performance of prediction models can be assessed in settings with multicenter data at different time periods.
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