Evolution and Use of Dynamic Transmission Models for Measles and Rubella Risk and Policy Analysis

Insights

Mathematical models for measles and rubella transmission are crucial for public health. This review highlights their importance in understanding disease dynamics and informing policy for elimination.

Area of Science:

  • Epidemiology and Mathematical Modeling
  • Infectious Disease Dynamics

Background:

  • Measles and rubella outbreaks have historically driven the development of mathematical transmission models.
  • Rubella, causing congenital rubella syndrome (CRS), also prompted modeling efforts due to similar symptoms to measles.

Purpose of the Study:

  • To systematically review and synthesize dynamic transmission models for measles and rubella.
  • To provide an overview of models supporting risk and policy analysis for these diseases.

Main Methods:

  • Systematic literature review identifying quantitative dynamic transmission models for measles and/or rubella.
  • Characterization of key insights from these models relevant for future modeling endeavors.

Main Results:

  • Measles and rubella are relatively simple to model due to human-only impact and generally lifelong immunity, though complexities like maternal antibodies and waning immunity exist.
  • Significant underreporting of infections is noted, alongside a consensus on high population immunity for transmission control.
  • Rubella's lower transmissibility suggests potential for elimination via combination vaccines (MRCVs).

Conclusions:

  • Dynamic transmission models are essential tools for analyzing measles and rubella risk and policy.
  • Achieving and maintaining high population immunity is critical for preventing measles and rubella transmission.
  • Transitioning from measles-only vaccines to measles- and rubella-containing vaccines (MRCVs) is recommended for global rubella and CRS elimination.

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