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In this study, we examined a fuzzy SIR model for malaria transmission. To find stability analysis and fuzzy basic reproduction numbers of the virus spread, we established two equilibrium points. Dynamical systems techniques are used to examine the model, and the results show that the backward bifurcation occurs for a certain range of values.

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Stability Analysis and Backward Bifurcation of Malaria Model

  • 会议论文

  • 发表日期：

    2025年

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  • P. Monisha,
  • S. Sindu Devi

摘要

In this study, we examined a fuzzy SIR model for malaria transmission. To find stability analysis and fuzzy basic reproduction numbers of the virus spread, we established two equilibrium points. Dynamical systems techniques are used to examine the model, and the results show that the backward bifurcation occurs for a certain range of values.