Title of article :
Applications of the Natural-Adomian Decomposition Method to Estimate the Parameters of HIV Infection Model of CD4^+ T-Cells
Author/Authors :
Foadian ، Saedeh School of Mathematics and Computer Science - Damghan University , Ghadami ، Azam Sadat School of Mathematics and Computer Science - Damghan University , Khalili ، Zahra Department of Biology - Payam Noor University , Badamchi Zadeh ، Hasti Faculty of Psychology - Islamic Azad University, Karaj Branch
Abstract :
In this paper, we will obtain analytical approximate solutions of the HIV infection model of CD4+ Tcells. This model corresponds to a class of nonlinear ordinary differential equation systems. To this end, we combine the Natural transform with the Adomian decomposition method for solving this model. The numerical results obtained by the suggested method are compared with the results obtained by other previous methods. These results indicate that this method agrees with other previous methods.
Keywords :
Nonlinear system of differential equations , Natural , Adomian decomposition method , Numerical solution , HIV infection of CD4^+ T , cells
Journal title :
Global Analysis and Discrete Mathematics
Journal title :
Global Analysis and Discrete Mathematics
