Solution of Fisher’s equation using Integral iterative method / Mat Salim Selamat ... [et al.]

Selamat, Mat Salim and Zakaria, Nursyaqila and Mahrop, Siti Aisyah and Raja Azman Shah, Raja Iryana Puteri (2022) Solution of Fisher’s equation using Integral iterative method / Mat Salim Selamat ... [et al.]. Mathematics in Applied Research, 3: 9. pp. 33-35. ISSN 2811-4027

Abstract

In general, partial differential equations play an important role in various fields of science and engineering. The main problem that researchers focused on is solving the nonlinear part of the differential equation. Fisher’s equation is an example of a nonlinear differential equation. Fisher’s Equation (FE) is a reaction-diffusion equation in the context of population dynamics. IIM is considered as one of the simple methods to solve FE because this method generates a sequence of approximations. Furthermore, this method is applied for both linear and non-linear problems that contain a large number of variables. However, the accuracy of IIM results only applicable for a small time domain t.

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Item Type: Article
Creators:
Creators
Email / ID Num.
Selamat, Mat Salim
UNSPECIFIED
Zakaria, Nursyaqila
UNSPECIFIED
Mahrop, Siti Aisyah
UNSPECIFIED
Raja Azman Shah, Raja Iryana Puteri
UNSPECIFIED
Subjects: A General Works > AP Periodicals
Q Science > QA Mathematics > Equations
Q Science > QA Mathematics > Mathematical statistics. Probabilities
Divisions: Universiti Teknologi MARA, Negeri Sembilan > Seremban Campus
Journal or Publication Title: Mathematics in Applied Research
ISSN: 2811-4027
Volume: 3
Page Range: pp. 33-35
Keywords: Initial value problems, Fisher equation, integral iterative method
Date: November 2022
URI: https://ir.uitm.edu.my/id/eprint/72612
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