Analysis Of Malaria Coupled Transmission Equation Using Lie Groups Method

• Author(s): Vincent Nyongesa Marani ; Dominic Opicho Simiyu ; Barrack Abonyo ; Michael Okoya Oduor
• Paper ID: 1703166
• Page: 317-328
• Published Date: 29-01-2022
• Published In: Iconic Research And Engineering Journals
• Publisher: IRE Journals
• e-ISSN: 2456-8880
• Volume/Issue: Volume 5 Issue 7 January-2022

Abstract

The aim of this paper is to analyse malaria coupled transmission equation which incorporates both the susceptible and infectious class of humans and female Anopheles mosquitoes in order to obtain exact solution. We restructure the infectious class of humans and mosquito as a function of partial differential operator for malaria coupled transmission equation. We determine the prolongations infinitesimally for infectious classes of humans and female Anopheles mosquito for malaria coupled transmission equation. We further determine the infectious class of humans and female anopheles mosquito in order to obtain exact solutions for malaria coupled transmission equation using Lie group’s method

Keywords

Malaria Coupled Transmission Equation, Lie Groups Method

Citations

IRE Journals:
Vincent Nyongesa Marani , Dominic Opicho Simiyu , Barrack Abonyo , Michael Okoya Oduor "Analysis Of Malaria Coupled Transmission Equation Using Lie Groups Method" Iconic Research And Engineering Journals Volume 5 Issue 7 2022 Page 317-328

IEEE:
Vincent Nyongesa Marani , Dominic Opicho Simiyu , Barrack Abonyo , Michael Okoya Oduor "Analysis Of Malaria Coupled Transmission Equation Using Lie Groups Method" Iconic Research And Engineering Journals, 5(7)