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Evaluation and comparison of statistical methods for early temporal detection of outbreaks: A simulation-based study
Gabriel Bédubourg1,2, Yann Le Strat3
1CESPA, French Armed Forces Center for Epidemiology and Public Health, Marseille, France.
This study assessed 21 statistical algorithms for temporal outbreak detection using simulated surveillance data. Algorithm performance varied significantly, with outbreak size and duration impacting detection accuracy.
Area of Science:
- Epidemiology
- Biostatistics
- Public Health Surveillance
Background:
- Effective temporal outbreak detection is crucial for public health.
- A wide array of statistical algorithms exist for analyzing surveillance data.
- Systematic evaluation of these algorithms is needed to understand their performance characteristics.
Purpose of the Study:
- To systematically evaluate the performance of 21 statistical algorithms for temporal outbreak detection.
- To identify factors influencing the performance of these detection methods.
- To compare algorithm performance based on metrics like false positive rate and probability of detection.
Main Methods:
- Utilized a large dataset of simulated weekly surveillance time series.
- Assessed 21 statistical algorithms, including 19 from the R package 'surveillance'.
- Calculated performance metrics (e.g., FPR, POD, sensitivity, specificity, PPV, NPV, F1-measure) and used multivariate Poisson regression.
Main Results:
- False positive rates (FPR) ranged from 0.7% to 59.9%; probability of detection (POD) ranged from 43.3% to 88.7%.
- High specificity often correlated with low sensitivity, and vice versa.
- Positive predictive values (PPV) varied widely (6.5%–68.4%), while negative predictive values (NPV) remained high (>94%).
- Time series characteristics, particularly past/current outbreak size and duration, significantly influenced algorithm performance.
Conclusions:
- No single algorithm demonstrated optimal performance across all metrics.
- Algorithm selection for temporal outbreak detection should consider the specific characteristics of the surveillance data and expected outbreak patterns.
- Understanding the trade-offs between sensitivity and specificity is essential for practical application.
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