Elzaki Decomposition Method for Solving Epidemic Model

Authors

  • E.I. Akinola
  • F.O. Akinpelu
  • A.O. Areo
  • J.O. Oladejo

Keywords:

Adomian Decomposition, Approximate Solution, Epidemic Model, Elzaki transform, Non-fatal diseases

Abstract

This study investigate the application of Elzaki Decomposition Method in finding the approximate solution to the problem of the spread of a non-fatal disease in a population which is assumed to have constant size over the period of the epidemic. Epidemic models are nonlinear system of ordinary differential equation that has no analytic solution. The series solutions obtained by Elzaki Decomposition are compared with the existing results in the literatures; likewise, some plots were presented.The obtained results validate the efficiency of the method.

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Published

2017-06-21

How to Cite

Akinola, E., Akinpelu, F., Areo, A., & Oladejo, J. (2017). Elzaki Decomposition Method for Solving Epidemic Model. International Journal Of Chemistry, Mathematics And Physics(IJCMP), 1(1). https://journal-repository.com/index.php/ijcmp/article/view/3321