STABILIZING THE SYSTEM IN THE PROBLEM OF EPIDEMIC SPREAD LIMITED TIME OF IMMUNIZATION
Serovajsky S. Turar O. Imankulov T. Azimov A.
2023Jomard Publishing
Advanced Mathematical Models and Applications
2023#8Issue 2176 - 184 pp.
A mathematical model of the epidemic development under conditions of limited work of immunization acquired both after recovery and through vaccination is considered. The model is characterized by a nonlinear system of differential equations with some equilibrium position. Based on numerical analysis, it is shown that the state of the system stabilizes after some time and tends to a state that is the equilibrium position not of the original, but of some simplified system. The results obtained have a natural interpretation.
Continuous , Epidemic , Mathematical model , Stabilization
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Al-Farabi, Kazakha National University, Almaty, Kazakhstan
Astana IT University, Astana, Kazakhstan
Satbayev University, Almaty, Kazakhstan
Al-Farabi
Astana IT University
Satbayev University
10 лет помогаем публиковать статьи Международный издатель
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