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FRACTIONAL-ORDER ANALYSIS OF MATHEMATICAL MODEL FOR MALARIA: AND TUBERCULOSIS CO-INFECTION TRANSMISSION DYNAMICS WITH CONTROL MEASURES.DE (en Inglés)
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Reseña del libro "FRACTIONAL-ORDER ANALYSIS OF MATHEMATICAL MODEL FOR MALARIA: AND TUBERCULOSIS CO-INFECTION TRANSMISSION DYNAMICS WITH CONTROL MEASURES.DE (en Inglés)"
This book explores the complex dynamics of malaria and tuberculosis (TB) co-infection, which poses significant challenges for diagnosis, treatment, and public health, especially in regions with limited healthcare resources. It develops mathematical and fractional-order models to capture the interactions between the two diseases, using methods like the Laplace-Adomian Decomposition Method, Adams-Bashforth, and Atangana-Baleanu Caputo derivative to analyze transmission patterns. Key findings include the occurrence of backward bifurcation, showing that lowering the reproduction number below one may not ensure eradication, and the identification of critical factors influencing disease spread. The study emphasizes the importance of integrated disease management strategies and provides practical insights for policymakers and researchers aiming to control malaria-TB co-infections.
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