Modelling the Impact of Vaccination on Malaria Transmission

Vaccination offers a potential contribution to malaria control, particularly for vulnerable populations such as children under five. Mathematical modeling provides a structured approach to examining how vaccination may influence transmission and disease burden over time. This study aimed to investigate the impact of vaccination on malaria transmission dynamics by incorporating vaccination as a control measure into a modified mathematical model. Analytical and numerical approaches were employed to examine the model’s behavior and assess the implications of vaccination for disease transmission. Linearization and the next-generation matrix approach were used to investigate stability and transmission dynamics, while numerical simulations illustrated changes in susceptibility and disease incidence over time. The model results indicated that vaccination reduced the number of susceptible individuals, contributing to lower transmission and a subsequent decline in modeled incidence. These findings suggest that vaccination can influence the progression of malaria within the conditions represented by the model. The analysis provides a theoretical basis for examining vaccination as part of malaria control planning and highlights its potential relevance to protecting populations at elevated risk. However, the results represent model-based predictions, and their practical interpretation depends on the underlying assumptions and parameter values. Further research should calibrate the model using setting-specific epidemiological data, evaluate parameter uncertainty, and compare alternative vaccination strategies. Additional investigation could also examine how vaccination interacts with other malaria control measures and whether predicted reductions correspond to observed outcomes. The study concludes that incorporating vaccination into transmission models can support the assessment of potential control benefits and inform questions for subsequent empirical evaluation. Its contribution lies in linking vaccination-related changes in susceptibility with the modeled trajectory of malaria transmission and incidence.

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Publication Details

Journal
Mikailalsys Journal of Mathematics and Statistics
Published
2026-10-31
DOI
https://doi.org/10.58578/mjms.v4i3.10385
Primary Topic
Mathematical and Theoretical Epidemiology and Ecology Models
Type
article
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article

Modelling the Impact of Vaccination on Malaria Transmission

B. A. Garba, A. S. Wunuji, Sule Kurutsi
Mikailalsys Journal of Mathematics and Statistics
Mathematical and Theoretical Epidemiology and Ecology Models
article

Modelling the Impact of Vaccination on Malaria Transmission

B. A. Garba, A. S. Wunuji, Sule Kurutsi
article en

Abstract

Vaccination offers a potential contribution to malaria control, particularly for vulnerable populations such as children under five. Mathematical modeling provides a structured approach to examining how vaccination may influence transmission and disease burden over time. This study aimed to investigate the impact of vaccination on malaria transmission dynamics by incorporating vaccination as a control measure into a modified mathematical model. Analytical and numerical approaches were employed to examine the model’s behavior and assess the implications of vaccination for disease transmission. Linearization and the next-generation matrix approach were used to investigate stability and transmission dynamics, while numerical simulations illustrated changes in susceptibility and disease incidence over time. The model results indicated that vaccination reduced the number of susceptible individuals, contributing to lower transmission and a subsequent decline in modeled incidence. These findings suggest that vaccination can influence the progression of malaria within the conditions represented by the model. The analysis provides a theoretical basis for examining vaccination as part of malaria control planning and highlights its potential relevance to protecting populations at elevated risk. However, the results represent model-based predictions, and their practical interpretation depends on the underlying assumptions and parameter values. Further research should calibrate the model using setting-specific epidemiological data, evaluate parameter uncertainty, and compare alternative vaccination strategies. Additional investigation could also examine how vaccination interacts with other malaria control measures and whether predicted reductions correspond to observed outcomes. The study concludes that incorporating vaccination into transmission models can support the assessment of potential control benefits and inform questions for subsequent empirical evaluation. Its contribution lies in linking vaccination-related changes in susceptibility with the modeled trajectory of malaria transmission and incidence.

Mikailalsys Journal of Mathematics and StatisticsVol. 4(3)
Openalex Percentile: Top 10%
Mathematical and Theoretical Epidemiology and Ecology Models
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Modelling the Impact of Vaccination on Malaria Transmission — B. A. Garba, A. S. Wunuji, et al. · Mikailalsys Journal of Mathematics and Statistics (2026) | TGRS Research Map | TGRS