Abstract
. In this paper, we bring into focus a fractional order epidemic
model of a vector -born disease with direct transmission in a population
which is assumed to have a constant size over the period of the epidemic is
consider. In this article, we only study the numerical solutions of the concerned model with the help of Laplace-Adomian decomposition method.
We obtain the solutions of the differential equations involved in the model
in the form of infinite series. The concerned series rapidly converges to
its exact value. Then, we compare our results with the results obtained by
Runge-kutta method in case of integer order derivative.
Fazal Haq, Kamal Shah, Asaf Khan, Muhammad Shahzad, Ghaus ur Rahman. (2017) Numerical Solution of Fractional Order Epidemic Model of a Vector Born Disease by Laplace Adomian Decomposition Method, Punjab University Journal of Mathematics, Volume 49, Issue 2.
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