Analysis of Mathematical Approaches to Modeling Infectious Disease Dynamics: Findings and Uses - Summary - MDSpire

Analysis of Mathematical Approaches to Modeling Infectious Disease Dynamics: Findings and Uses

  • By

  • Neveen Ali Eshtewy

  • Ali Forootani

  • Zahra Ahangari Sisi

  • February 24, 2026

  • 0 min

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Objective:

To provide an integrative overview of mathematical modeling approaches in infectious disease dynamics, emphasizing their application in public health decision-making.

Key Findings:
  • Mathematical modeling is crucial for understanding and controlling infectious diseases.
  • Hybrid modeling pipelines enhance real-time outbreak monitoring and intervention design.
  • An integrative approach provides a coherent roadmap for selecting and combining modeling strategies.
Interpretation:

The study emphasizes the importance of integrating diverse modeling approaches to improve public health responses to infectious diseases.

Limitations:
  • The review may not cover all emerging modeling techniques due to the rapid evolution of the field.
  • Focus on translational relevance may overlook some theoretical advancements.
Conclusion:

The manuscript offers a structured decision-support perspective that bridges theory, computation, and policy implementation in infectious disease modeling.

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