Mathematical Modeling of Influenza Subtypes
Roman Ullah
Broschiertes Buch

Mathematical Modeling of Influenza Subtypes

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This book is concerned with mathematical modeling and optimal control of influenza A subtypes H1N1 and H5N1. Mathematical models are derived to better understand the transmission and spread of the diseases, and then the dynamical behavior with all possible equilibria of the proposed model for influenza are also discussed. The backward bifurcation phenomenon suggests that the reproductive number R0 < 1 is not enough to eliminate influenza H1N1 from the population under consideration. So an accurate estimation of parameters and level of control measures are important to reduce the spread of infl...