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Published on: February 7, 2025
Estimating diagnostic accuracy under uncertainty about disease status: a sepsis case study
Kevin Jenniskens1, Christiana A Naaktgeboren2, Jan-Willem Uffen3
1Julius Center for Health Sciences and Primary Care, University Medical Center Utrecht, Utrecht University, Utrecht, The Netherlands; Cochrane Netherlands, University Medical Center Utrecht, Utrecht, The Netherlands.
Expert panels can improve diagnostic accuracy by using probabilistic estimates instead of dichotomous classifications. A Bayesian approach effectively incorporates expert uncertainty, leading to more accurate diagnostic assessments.
Area of Science:
- Medical diagnostics
- Clinical decision-making
- Biostatistics
Background:
- Expert panels traditionally use dichotomous classifications (present/absent) for target conditions.
- This method can introduce bias when experts are uncertain.
- Probabilistic estimates offer a potential solution to mitigate bias.
Purpose of the Study:
- To compare diagnostic accuracy estimation methods using probabilistic expert judgments.
- To evaluate the impact of expert uncertainty on accuracy estimates.
- To assess the performance of different approaches in a real-world case study.
Main Methods:
- Compared three methods: dichotomous, direct weighting, and Bayesian approaches.
- Utilized probabilistic target condition presence estimates from expert panels.
- Applied methods to the SPACE study data on sepsis prediction models (SIRS, qSOFA, MEWS) and clinical bedside judgment (CBJ).
Main Results:
- Expert panels expressed significant uncertainty in 65% of cases (probability between 0.2-0.8).
- The Bayesian approach yielded different diagnostic accuracy estimates compared to the dichotomous approach.
- For SIRS, sensitivity/specificity estimates varied from 95%/46% (dichotomous) to 99%/60% (Bayesian).
Conclusions:
- Probabilistic estimates from expert panels reveal uncertainty often missed by dichotomous classifications.
- The Bayesian approach provides valid diagnostic accuracy estimates that account for expert uncertainty.
- Expert probabilities should accurately reflect true probabilities for reliable results.
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