Decreasing measles burden by optimizing campaign timing
- PMID: 31085656
- PMCID: PMC6561209
- DOI: 10.1073/pnas.1818433116
Decreasing measles burden by optimizing campaign timing
Abstract
Measles remains a major contributor to preventable child mortality, and bridging gaps in measles immunity is a fundamental challenge to global health. In high-burden settings, mass vaccination campaigns are conducted to increase access to vaccine and address this issue. Ensuring that campaigns are optimally effective is a crucial step toward measles elimination; however, the relationship between campaign impact and disease dynamics is poorly understood. Here, we study measles in Pakistan, and we demonstrate that campaign timing can be tuned to optimally interact with local transmission seasonality and recent incidence history. We develop a mechanistic modeling approach to optimize timing in general high-burden settings, and we find that in Pakistan, hundreds of thousands of infections can be averted with no change in campaign cost.
Keywords: mathematical model; measles elimination; time series; vaccine.
Copyright © 2019 the Author(s). Published by PNAS.
Conflict of interest statement
The authors declare no conflict of interest.
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References
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- World Health Organization (2018) Measles fact sheet. Available at http://www.who.int/mediacentre/factsheets/fs286/en/. Accessed June 15, 2018.
-
- World Health Organization (2017) Summary of the WHO position on measles vaccine. Available at http://www.who.int/immunization/policy/position_papers/measles/en/. Accessed June 15, 2018.
-
- World Health Organization (2016) Planning and implementing high-quality supplementary immunization activities for injectable vaccines. http://www.who.int/immunization/diseases/measles/en/. Accessed June 15, 2018.
-
- World Health Organization (2017) Measles cumulative report for 2017. http://www.emro.who.int/vpi/publications/measles-monthly-bulletin.html. Accessed June 15, 2018.
-
- Finkenstädt B, Grenfell BT (2000) Time series modelling of childhood diseases: A dynamical systems approach. J R Stat Soc Ser C Appl Stat 49:187–205.
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