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Hindi Journal of Immunological Techniques & Infectious Diseases ISSN: 2329-9541
Sinha DN Author
Subjects of specialization
Affiliation
Epidemic model; Zoonotic influenza; Subtype a H7N9; Stability; Human Population; Bird population
Department of Mathematics, Temple University, Philadelphia, USA/Strayer University, Online Division, USA
Biography
Dr. Sinha DN was an assistant professor of Department of Mathematics, Temple University, Philadelphia, USA/Strayer University, Online Division, USA and later he started his career in making Mathematical Model of Zoonotic Influenza Subtype A (H7N9) Spread in Human Population
Publications
Research Article Open Access
Mathematical Model of Zoonotic Influenza Subtype A (H7N9) Spread in Human Population
Author(s): Sinha DN
This paper deals with the dynamics of human infection by zoonotic influenza of type H7N9 both in birds and in humans. A mutation to the virus can increase the infectiousness of zoonotic influenza and its risk to become pandemic influenza. We have formulated a mathematical model of avian influenza’s effect on the human and bird population. A basic reproduction number for both the human and bird population has been computed, 0 h R and 0 1 b R > respectively, therefore we have proved that the model is locally and globally asymptotically stable for disease –free equilibrium points when basic reproduction number for both population is <1. Also proven is the endemic equilibrium point, which is globally asymptotically stable in the bird population when 0 1 b R > . Extensiv... view more»
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