[HTML][HTML] Analysis and interpretation of Malaria disease model in crisp and fuzzy environment
Malaria is a mosquito-borne infectious disease caused by the Plasmodium parasite. It is
prevalent in many regions of the globe, particularly in sub-Saharan Africa, where it is a major …
prevalent in many regions of the globe, particularly in sub-Saharan Africa, where it is a major …
Human-vector malaria transmission model structured by age, time since infection and waning immunity
Malaria is one of the most common mosquito-borne diseases widespread in tropical and
subtropical regions, causing thousands of deaths every year in the world. Few models …
subtropical regions, causing thousands of deaths every year in the world. Few models …
[HTML][HTML] Fuzzy global stability analysis of the dynamics of malaria with fuzzy transmission and recovery rates
YT Mangongo, JDK Bukweli… - American Journal of …, 2021 - scirp.org
In this paper, fuzzy techniques have been used to track the problem of malaria transmission
dynamics. The fuzzy equilibrium of the proposed model was discussed for different amounts …
dynamics. The fuzzy equilibrium of the proposed model was discussed for different amounts …
Design, analysis and comparison of a nonstandard computational method for the solution of a general stochastic fractional epidemic model
Malaria is a deadly human disease that is still a major cause of casualties worldwide. In this
work, we consider the fractional-order system of malaria pestilence. Further, the essential …
work, we consider the fractional-order system of malaria pestilence. Further, the essential …
A voluntary use of insecticide treated nets can stop the vector transmission of Chagas disease
CY Han, H Issa, J Rychtář, D Taylor… - PLoS Neglected …, 2020 - journals.plos.org
One of the stated goals of the London Declaration on Neglected Tropical Diseases is the
interruption of domiciliary transmissions of Chagas disease in the region of the Americas …
interruption of domiciliary transmissions of Chagas disease in the region of the Americas …
[HTML][HTML] Threshold and stability results in a periodic model for malaria transmission with partial immunity in humans
MA Ibrahim, A Dénes - Applied Mathematics and Computation, 2021 - Elsevier
We develop a periodic compartmental population model for the spread of malaria, dividing
the human population into two classes: non-immune and semi-immune. The effect of …
the human population into two classes: non-immune and semi-immune. The effect of …
Stability and global sensitivity analysis of the transmission dynamics of malaria with relapse and ignorant infected humans
In this paper we present a more realistic mathematical model for the transmission dynamics
of malaria by extending the classical SEIRS scheme and the model of Hai-Feng Huo and …
of malaria by extending the classical SEIRS scheme and the model of Hai-Feng Huo and …
[PDF][PDF] A compartmental model for the spread of Nipah virus in a periodic environment
Nipah virus (NiV) is a zoonotic virus that causes outbreaks of fatal disease in humans. Fruit
bat, also known as the flying fox, is the animal host reservoir for NiV. It is known to cause …
bat, also known as the flying fox, is the animal host reservoir for NiV. It is known to cause …
Mathematical modeling of Nipah virus transmission
S Barua - 2023 - search.proquest.com
Throughout history, viral epidemics of variable intensity and frequency created havoc and
panic all across the world. Numerous factors, including farming and industrialization, climate …
panic all across the world. Numerous factors, including farming and industrialization, climate …
[PDF][PDF] Mathematical Modelling of Infectious Diseases: COVID-19 and Malaria
D Ousmane - 2023 - dial.uclouvain.be
During the COVID-19 pandemic, authorities paid particular attention to the number of
hospitalized individuals and had an interest in forecasting the evolution of the situation …
hospitalized individuals and had an interest in forecasting the evolution of the situation …