Some mathematical tools for modelling malaria: a subjective survey

In this paper, we provide a brief survey of mathematical modelling of malaria and how it is used to understand the transmission and progression of the disease and design strategies for its control to support public health interventions and decision-making. We discuss some of the past and present con...

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Main Authors: Jacek Banasiak, Rachid Ouifki, Woldegebriel Assefa Woldegerima
Format: Article
Language:English
Published: Bulgarian Academy of Sciences, Institute of Mathematics and Informatics 2021-10-01
Series:Biomath
Online Access:http://www.biomathforum.org/biomath/index.php/biomath/article/view/1421
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author Jacek Banasiak
Rachid Ouifki
Woldegebriel Assefa Woldegerima
author_facet Jacek Banasiak
Rachid Ouifki
Woldegebriel Assefa Woldegerima
author_sort Jacek Banasiak
collection DOAJ
description In this paper, we provide a brief survey of mathematical modelling of malaria and how it is used to understand the transmission and progression of the disease and design strategies for its control to support public health interventions and decision-making. We discuss some of the past and present contributions of mathematical modelling of malaria, including the recent development of modelling the transmission-blocking drugs. We also comment on the complexity of the malaria dynamics and, in particular, on its multiscale character with its challenges and opportunities. We illustrate the discussion by presenting a curve fitting using a 95% confidence interval for the South African data for malaria from the years 2001-2018$ and provide projections for the number of malaria cases and deaths up to the year 2025.
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spelling doaj.art-aac153bc18384ad7a4f0022eae0f11902023-09-03T02:45:11ZengBulgarian Academy of Sciences, Institute of Mathematics and InformaticsBiomath1314-684X1314-72182021-10-0110210.11145/j.biomath.2021.10.029876Some mathematical tools for modelling malaria: a subjective surveyJacek BanasiakRachid OuifkiWoldegebriel Assefa WoldegerimaIn this paper, we provide a brief survey of mathematical modelling of malaria and how it is used to understand the transmission and progression of the disease and design strategies for its control to support public health interventions and decision-making. We discuss some of the past and present contributions of mathematical modelling of malaria, including the recent development of modelling the transmission-blocking drugs. We also comment on the complexity of the malaria dynamics and, in particular, on its multiscale character with its challenges and opportunities. We illustrate the discussion by presenting a curve fitting using a 95% confidence interval for the South African data for malaria from the years 2001-2018$ and provide projections for the number of malaria cases and deaths up to the year 2025.http://www.biomathforum.org/biomath/index.php/biomath/article/view/1421
spellingShingle Jacek Banasiak
Rachid Ouifki
Woldegebriel Assefa Woldegerima
Some mathematical tools for modelling malaria: a subjective survey
Biomath
title Some mathematical tools for modelling malaria: a subjective survey
title_full Some mathematical tools for modelling malaria: a subjective survey
title_fullStr Some mathematical tools for modelling malaria: a subjective survey
title_full_unstemmed Some mathematical tools for modelling malaria: a subjective survey
title_short Some mathematical tools for modelling malaria: a subjective survey
title_sort some mathematical tools for modelling malaria a subjective survey
url http://www.biomathforum.org/biomath/index.php/biomath/article/view/1421
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