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Estimating the prevalence of two or more diseases using outcomes from multiplex group testing
Md S Warasi1, Joshua M Tebbs2, Christopher S McMahan3
1Department of Mathematics and Statistics, Radford University, Radford, Virginia, USA.
Bayesian methods estimate disease probabilities from multiplex group testing, offering cost savings for infectious disease screening. This approach accounts for multiple diseases and potential test errors, improving public health surveillance.
Area of Science:
- Biostatistics and Public Health Surveillance
- Infectious Disease Screening
- Computational Biology
Background:
- Specimen pooling in infectious disease screening, known as group or pooled testing, offers significant cost savings over individual testing.
- Traditional group testing research primarily focused on single diseases, limiting applications for modern multiplex assays screening for multiple diseases simultaneously.
- Recent advancements proposed group testing protocols for multiplex assays, addressing case identification and test efficiency.
Purpose of the Study:
- To introduce Bayesian methods for estimating population-level disease probabilities using multiplex group testing protocols.
- To extend existing group testing methodologies to accommodate simultaneous screening for multiple infectious diseases.
- To incorporate potential test misclassification for each disease within the estimation framework.
Main Methods:
- Development and description of Bayesian statistical methods for analyzing multiplex group testing data.
- Application of methods to estimate disease prevalence for two or more diseases concurrently.
- Inclusion of a framework to handle imperfect test accuracy (sensitivity and specificity) for each disease.
Main Results:
- Demonstrated the utility of Bayesian methods for estimating population disease probabilities from multiplex group testing data.
- Illustrated the practical application using real-world chlamydia and gonorrhea testing data.
- Provided an accessible R resource for practitioners to implement the proposed estimation methods.
Conclusions:
- The proposed Bayesian approach provides a robust framework for analyzing multiplex group testing data in public health.
- These methods enhance the accuracy of disease prevalence estimation, especially when dealing with multiple infections and imperfect tests.
- The availability of an R package facilitates the adoption of advanced group testing strategies for cost-effective disease surveillance.
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