Malaria
Imperial malaria model
Brief description of model:
​
To be updated.
​
Model code (where available):
​
___________________________________________________________________________________________________________________________________________________________________
CRID malaria model
Lead modeller: Charles Wondji
Link to all modelling group member
Institution(s): Centre for Research in Infectious Diseases
​
​
Link to publicly available code (where available):
​
___________________________________________________________________________________________________________________________________________________________________
UAC-LABEF malaria model
Lead modeller: Romain Glèlè Kakaï
Link to all modelling group members
​
Institution(s): Universite D'Abomey-Calavi (UAC) and Mountain Top University
Brief description of model:
​
An age-structure mathematical stochastic model is developed to analyze the impacts of vaccination on malaria transmission and burden in endemic countries. The model stratifies the human population into three subgroups: vaccinated with first three doses (age cohort 0), vaccinated with a booster dose (age cohort 1) and unvaccinated (age cohorts 2 to 100). Each subgroup is split into six compartments: Susceptible, Exposed, Asymptomatic, Uncomplicated malaria, Severe malaria, Hospitalized and Recovered. The model incorporates other interventions, such as the use of Long-lasting Insecticide-treated bed Nets (LLINs) and access to treatment for uncomplicated and severe malaria. Two malaria vaccines are considered: RTS,S/AS01E and R21. The model’s parameters are estimated using a nonlinear least squares method with the built-in function fminsearchbnd of Matlab2023a. The model is driven by the Entomological Inoculation Rate (EIR) and first estimates the initial vaccine efficacy and the decay rate before predicting the mean number of malaria cases, deaths, number of years of life lost YLL), and disability-adjusted life-years (DALYs) in each human age cohort for several years under various vaccination scenarios.
​
​
​
​
​
​
​
​
​
​
​
​
​
​
​
​
​
​
​
​
Model code (where available):
https://github.com/ProfGLELE/Malaria-model-code-.git
​
​
___________________________________________________________________________________________________________________________________________________________________
TKI malaria model
Lead modeller:
Link to all modelling group members
​
Institution(s):
Brief description of model:
​
To be updated.
​
Model code (where available):
​
​
__________________________________________________________________________________________________________________________________________________________________