Management of drug resistance in the population: influenza as a case study

Seyed M Moghadas1

  • 1Department of Mathematics and Statistics, The University of Winnipeg, Winnipeg, Manitoba, Canada. seyed.moghadas@nrc-cnrc.gc.ca

Insights

Preventing drug resistance in fast-evolving pathogens requires strategic interventions. Depleting susceptible hosts before widespread drug use can avert resistant strain emergence, minimizing infections and preventing outbreaks.

Area of Science:

  • Mathematical modeling of infectious diseases
  • Epidemiology and public health
  • Antimicrobial resistance dynamics

Background:

  • Drug resistance in pathogens is a significant treatment challenge, driven by genetic mutations.
  • Within-host dynamics suggest immune response thresholds can limit resistance emergence during therapy.
  • Population-level resistance involves complex within-host and between-host transmission mechanisms.

Purpose of the Study:

  • To identify an effective population-level treatment strategy for managing drug resistance.
  • To explore how host population dynamics influence the emergence and spread of resistant strains.
  • To provide insights for mitigating infectious disease outbreaks caused by drug-resistant pathogens.

Main Methods:

  • Development and application of a mathematical model to simulate infectious disease dynamics.
  • Analysis of within-host and between-host infection mechanisms contributing to resistance.
  • Case study simulations using influenza infection data to validate the model's predictions.

Main Results:

  • In the absence of pre-existing immunity, reducing susceptible host populations before large-scale drug deployment can prevent resistant strain spread.
  • Simulations indicate that initial prevalence of drug-sensitive strains under low drug pressure, followed by intensive treatment, is effective.
  • This strategy minimizes overall infections and averts outbreaks of drug-resistant infections.

Conclusions:

  • Population-level interventions, including host depletion and strategic treatment timing, are crucial for combating drug resistance.
  • Mathematical modeling provides valuable tools for designing effective public health strategies against evolving pathogens.
  • Findings offer a framework for managing infectious diseases and preventing the rise of antimicrobial resistance.

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