The main idea of this study is to reduce the number of susceptible to infections so that ill patients can receive prompt hospitalization. Fractional SEITR was introduced for this purpose. Both endemic and disease-free equilibrium’s’ durability was examined. The fundamental reproduction number of the fractional SEITR model was determined using the next-generation matrix method. Our analytical results were supported by numerical models. Here, a graphical representation of the fractional order model is presented to validate the conclusion through numerical simulation. We have come to the conclusion that the fractional order model is more precise and provides more information about the true data of disease dynamics.
Digital Object Identifier (DOI)
Khalid Almutairi, Dalal; A.Abdoon, Mohamed; Berir, Mohammed; Saadeh, Rania; and Qazza, Ahmad
"A Numerical Confirmation of a Fractional SEITR for Influenza Model Efficiency,"
Applied Mathematics & Information Sciences: Vol. 17:
5, Article 2.
Available at: https://digitalcommons.aaru.edu.jo/amis/vol17/iss5/2