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Published on: July 3, 2017
Mathematical methods for scaling from within-host to population-scale in infectious disease systems
James W G Doran1, Robin N Thompson2, Christian A Yates1
1Centre for Mathematical Biology, Department of Mathematical Sciences, University of Bath, Bath, BA2 7AY, United Kingdom.
This review explores multiscale infectious disease models, connecting pathogen spread within individuals (within-host) and between people (between-host). It categorizes existing models and offers guidance for developing new ones.
Area of Science:
- Mathematical modeling
- Epidemiology
- Infectious disease dynamics
Background:
- Pathogen dynamics occur at multiple scales, influencing both individual-level infection and population-level transmission.
- Understanding the interplay between within-host and between-host pathogen dynamics is crucial for accurate disease modeling.
- Existing models often focus on a single scale, limiting comprehensive analysis.
Approach:
- Systematic literature review adhering to PRISMA guidelines.
- Categorization of multiscale infectious disease models into five methodological approaches.
- Analysis of the benefits and limitations of each modeling category.
Key Points:
- Multiscale models integrate within-host and between-host dynamics for a holistic view.
- Five distinct methodological categories of multiscale modeling were identified.
- The review provides a foundational understanding of multiscale infectious disease modeling.
Conclusions:
- Multiscale modeling is essential for capturing the complexity of infectious disease transmission.
- This review offers a structured framework for understanding and developing multiscale models.
- The findings guide researchers in selecting and applying appropriate modeling strategies.
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