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308370

STABILITY ANALYSIS OF FRACTIONAL ORDER HIV INFECTION OF CD4 +T CELLS WITH NUMERICAL SOLUTIONS A.A.M.ARAFA, I.M.HANAFY, M.I.GOUDAI

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Last updated: 29 Dec 2024

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Abstract

In this paper, Mittag-Leffler method has been used to solve a model of HIV infection of CD4+ T cells of fractional order . The stability of equilibrium points is studied. The numerical results show that mathematical modeling by fractional ordinary differential equations (FODE) has more advantages than classical integer- order modeling.

DOI

10.21608/jfca.2016.308370

Volume

7

Article Issue

1

Related Issue

42474

Issue Date

2016-01-01

Receive Date

2023-07-17

Publish Date

2016-01-01

Page Start

36

Page End

45

Print ISSN

2090-584X

Online ISSN

2090-5858

Article File

JFCA_Volume 7_Issue 1_Pages 36-45.pdf

PDF . 349.3kB

Link

https://jfca.journals.ekb.eg/article_308370.html

Detail API

https://jfca.journals.ekb.eg/service?article_code=308370

Order

308,370

Type

Regular research papers

Type Code

2,646

Publication Type

Journal

Publication Title

Journal of Fractional Calculus and Applications

Publication Link

https://jfca.journals.ekb.eg/

MainTitle

STABILITY ANALYSIS OF FRACTIONAL ORDER HIV INFECTION OF CD4 +T CELLS WITH NUMERICAL SOLUTIONS A.A.M.ARAFA, I.M.HANAFY, M.I.GOUDAI

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Article

Created At

18 Dec 2024