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A Coinfection Malaria and COVID-19 Model: The Conformable–Order Derivative Analysis |
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PP: 623-638 |
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doi:10.18576/pfda/090407
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Author(s) |
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Francis Ohene Boateng,
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Abstract |
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| Confection infection diseases in recent times are frequent across the globe, particularly the sub-Saharan Africa. The coronavirus epidemic is not a new phenomenon and many individuals possess this disease with other diseases. In this regard, the study examines the existence and uniqueness of the malaria and COVID-19 model in the context of Fixed –point theorem and Picard iteration. The concept of Conformable-order derivative is employed to explore the dynamics of the coinfection model. Numerical simulation is carried out to support the theoretical analysis which yields a positive result.
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