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|Title:||Dynamics of a new strain of the H1N1 influenza a virus incorporating the effects of repetitive contacts|
I. Ming Tang
King Mongkut's Institute of Technology Ladkrabang
|Keywords:||Biochemistry, Genetics and Molecular Biology;Immunology and Microbiology;Mathematics|
|Citation:||Computational and Mathematical Methods in Medicine. Vol.2014, (2014)|
|Abstract:||The respiratory disease caused by the Influenza A Virus is occurring worldwide. The transmission for new strain of the H1N1 Influenza A virus is studied by formulating a SEIQR (susceptible, exposed, infected, quarantine, and recovered) model to describe its spread. In the present model, we have assumed that a fraction of the infected population will die from the disease. This changes the mathematical equations governing the transmission. The effect of repetitive contact is also included in the model. Analysis of the model by using standard dynamical modeling method is given. Conditions for the stability of equilibrium state are given. Numerical solutions are presented for different values of parameters. It is found that increasing the amount of repetitive contacts leads to a decrease in the peak numbers of exposed and infectious humans. A stability analysis shows that the solutions are robust. © 2014 Puntani Pongsumpun and I-Ming Tang.|
|Appears in Collections:||Scopus 2011-2015|
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