Репозиторий КазНИТУ

STABILIZING THE SYSTEM IN THE PROBLEM OF EPIDEMIC SPREAD LIMITED TIME OF IMMUNIZATION

Авторы:

Imankulov, T. (Соавтор)

Turar, O. (Соавтор)

Azimov A. (Соавтор)

Serovajsky S. (Соавтор)

Издательство:

Jomard Publishing

Дата издания

03.08.2023

Область исследования

Инжиниринг и технологии

Тип исследования

Фундаментальное

Аннотация (краткое описание)

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.

Соответствие целям устойчивого развития (ЦУР)

Хорошее здоровье и благополучие

URI

https://www.scopus.com/record/display.url?eid=2-s2.0-85174691444&origin=resultslist

Тип публикаций

Статья

Сведения о финансировании

This research was supported by the Grant No. AP09260317 “Development of an intelligent system for assessing the development of COVID-19 epidemics and other infections in Kazakhstan” of al-Farabi Kazakh National University. The authors thanks prof. Valery G. Romanovski for fruitful discussions on the subject.

Данный документ располагается в коллекциях

Международные публикации ученых SU

Scopus

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