GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS

GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS

A theoretical knowledge of the global stability of an eco-epidemiological model is not only important in itself but is also important in understanding the results of numerical simulations. In this paper the global stability of a fractional-order eco-epidemiological model with infected predator and h...

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Published in:COMMUNICATIONS IN MATHEMATICAL BIOLOGY AND NEUROSCIENCE
Main Authors: Moustafa, Mahmoud; Abdullah, Farah Aini; Shafie, Sharidan; Amirsom, Nur Ardiana
Format: Article
Language:English
Published: SCIENCE & KNOWLEDGE PUBL CORP LTD 2023
Subjects:
Computer Science
Online Access:https://www-webofscience-com.uitm.idm.oclc.org/wos/woscc/full-record/WOS:001203518000056
author Moustafa
Mahmoud; Abdullah
Farah Aini; Shafie
Sharidan; Amirsom
Nur Ardiana
spellingShingle Moustafa
Mahmoud; Abdullah
Farah Aini; Shafie
Sharidan; Amirsom
Nur Ardiana
GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
Computer Science
author_facet Moustafa
Mahmoud; Abdullah
Farah Aini; Shafie
Sharidan; Amirsom
Nur Ardiana
author_sort Moustafa
spelling Moustafa, Mahmoud; Abdullah, Farah Aini; Shafie, Sharidan; Amirsom, Nur Ardiana
GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
COMMUNICATIONS IN MATHEMATICAL BIOLOGY AND NEUROSCIENCE
English
Article
A theoretical knowledge of the global stability of an eco-epidemiological model is not only important in itself but is also important in understanding the results of numerical simulations. In this paper the global stability of a fractional-order eco-epidemiological model with infected predator and harvesting is investigated using the Lyapunov function.
SCIENCE & KNOWLEDGE PUBL CORP LTD
2052-2541

2023


10.28919/cmbn/7977
Computer Science
gold
WOS:001203518000056
https://www-webofscience-com.uitm.idm.oclc.org/wos/woscc/full-record/WOS:001203518000056
title GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
title_short GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
title_full GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
title_fullStr GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
title_full_unstemmed GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
title_sort GLOBAL STABILITY OF A FRACTIONAL-ORDER ECO-EPIDEMIOLOGICAL MODEL WITH INFECTED PREDATOR: THEORETICAL ANALYSIS
container_title COMMUNICATIONS IN MATHEMATICAL BIOLOGY AND NEUROSCIENCE
language English
format Article
description A theoretical knowledge of the global stability of an eco-epidemiological model is not only important in itself but is also important in understanding the results of numerical simulations. In this paper the global stability of a fractional-order eco-epidemiological model with infected predator and harvesting is investigated using the Lyapunov function.
publisher SCIENCE & KNOWLEDGE PUBL CORP LTD
issn 2052-2541
publishDate 2023
container_volume
container_issue
doi_str_mv 10.28919/cmbn/7977
topic Computer Science
topic_facet Computer Science
accesstype gold
id WOS:001203518000056
url https://www-webofscience-com.uitm.idm.oclc.org/wos/woscc/full-record/WOS:001203518000056
record_format wos
collection Web of Science (WoS)
_version_ 1809679005247340544

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