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• Acikgoz, Pınar(1)
• Merdan, Mehmet(1)

• MakaleAçık Erişim2025/r/gumushane/12464
  Investigation of Nonstandard Finite Difference for Fractional Order Covid-19 Model

  Merdan, Mehmet; Acikgoz, Pınar

  This article examines a mathematical model of the Covid-19 type. We demonstrate how the population is impacted by immigration, protection, the mortality, exposure, curing, and interactions between sick and healthy individuals. There are five classifications in our model: exposed, susceptible, infected, quarantined, and recovered. The model is subjected to numerical and fractional analysis in this instance. The numerical analysis is performed using the fractional order non-standard finite difference (NSFD) scheme. The Grunwald-Letnikov numerical approximation technique is used for fractional analysis. The findings are evaluated by simulations using the Matlab tool.

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