Mathematical models of Plasmodium vivax transmission: A scoping review
Plasmodium vivax is one of the most geographically widespread malaria parasites in the
world, primarily found across South-East Asia, Latin America, and parts of Africa. One of the …
world, primarily found across South-East Asia, Latin America, and parts of Africa. One of the …
[HTML][HTML] Mathematical analysis of a social hierarchy-structured model for malaria transmission dynamics
A vector-borne disease such as malaria has the potential to infect anyone regardless of the
social classes to which the individuals belong, but the degree of disease transmission may …
social classes to which the individuals belong, but the degree of disease transmission may …
A scoping review of mathematical models of Plasmodium vivax
Plasmodium vivax is one of the most geographically widespread malaria parasites in the
world due to its ability to remain dormant in the human liver as hypnozoites and …
world due to its ability to remain dormant in the human liver as hypnozoites and …
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 …
Dynamics System in the SEIR-SI Model of the Spread of Malaria with Recurrence
A Ahkrizal, J Jaharuddin… - Jambura Journal of …, 2023 - ejurnal.ung.ac.id
Mathematical model is used to describe the dynamics of the spread of malaria in human and
mosquito populations. The model used is the SEIR-SI model. This study discusses the …
mosquito populations. The model used is the SEIR-SI model. This study discusses the …
Mathematical assessment of the role of intervention programs for malaria control
Malaria remains a global health problem despite the many attempts to control and eradicate
it. There is an urgent need to understand the current transmission dynamics of malaria and …
it. There is an urgent need to understand the current transmission dynamics of malaria and …
Mathematical Analysis of Malaria Epidemic: Asymptotic Stability With Cost‐Effectiveness Study
S Nana-Kyere, B Seidu… - Journal of Applied …, 2024 - Wiley Online Library
Malaria is an old, curable vector‐borne disease that is devastating in the tropics and
subtropical regions of the world. The disease has unmatched complications in the human …
subtropical regions of the world. The disease has unmatched complications in the human …
A stochastic model for malaria and its behavior under insecticide‐treated nets
J Đorđević - Studies in Applied Mathematics, 2022 - Wiley Online Library
Stochastic model for malaria transmission is introduced, and its behavior under insecticide‐
treated nets (which is used as a prevention) is considered. A white noise is introduced into …
treated nets (which is used as a prevention) is considered. A white noise is introduced into …
Mathematical Analysis of Malaria and Cholera Disease by Homotopy Perturbation Method
PNV Kumar, P Balaganesan… - … (E-ISSN: 2581 …, 2024 - medical …
Mathematical Analysis of Malaria and Cholera Disease by Homotopy Perturbation Method
Page 1 Research Article Journal of Communicable Diseases (P-ISSN: 0019-5138 & E-ISSN …
Page 1 Research Article Journal of Communicable Diseases (P-ISSN: 0019-5138 & E-ISSN …
[PDF][PDF] Dynamics System in the SEIR-SI Model of the Spread of Malaria with Recurrence
JJ Biomath, HS Panigoro - 2023 - academia.edu
Mathematical model is used to describe the dynamics of the spread of malaria in human and
mosquito populations. The model used is the SEIR-SI model. This study discusses the …
mosquito populations. The model used is the SEIR-SI model. This study discusses the …