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19 December 2023 Analysis of difference serotypes of dengue disease model
Puntani Pongsumpun
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Proceedings Volume 12936, International Conference on Mathematical and Statistical Physics, Computational Science, Education and Communication (ICMSCE 2023); 129361B (2023) https://doi.org/10.1117/12.3012043
Event: International Conference on Mathematical and Statistical Physics, Computational Science, Education and Communication (ICMSCE 2023), 2023, Istanbul, Turkey
Abstract
Dengue disease has four serotypes such as DEN1, DEN2, DEN3 and DEN4. The transmission of dengue disease is occurred by the biting of infected Aedes mosquitoes. The person who has been dengue infected will have lifelong immunity to that serotype. They will have immunity to other serotypes in the short term, about 3 – 12 months. In this research, we describe the transmission of dengue disease by formulating the differential equations considering the serotypes of this disease. The populations are separated into human and mosquitoes. Human population are divided into susceptible, Infectious, and recovered. Mosquitoes are divided into susceptible and infectious population. We analyze our differential equations by standard dynamical modeling method. The numerical solutions are shown to confirm our analytical methods. The way for reducing dengue patients is showed.
(2023) Published by SPIE. Downloading of the abstract is permitted for personal use only.
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Puntani Pongsumpun "Analysis of difference serotypes of dengue disease model", Proc. SPIE 12936, International Conference on Mathematical and Statistical Physics, Computational Science, Education and Communication (ICMSCE 2023), 129361B (19 December 2023); https://doi.org/10.1117/12.3012043
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KEYWORDS
Diseases and disorders
Mathematical modeling
Differential equations
Numerical analysis
Modeling
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