STABILITY OF A MATHEMATICAL MODEL FOR COVID-19: A COMPUTATIONAL APPROACH

Authors

  • Đỗ Phương Anh
  • Nguyễn Thị Phương Anh
  • Lương Ngọc Như
  • Nguyễn Dương Toàn
  • Bùi Xuân-Quang

Keywords:

Abstract

In this paper, we consider a mathematical model describing the COVID-19 pandemic
given by a system of ordinary differential equations. Using the Maple computer algebra system, we
study the stability of the equilibrium points of the mathematical model. Finally, some numerical
examples are given to illustrate the theoretical results.

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Published

2022-03-10

Issue

No. 50 (2022): Tạp chí Khoa học số 50 (01/2022)

Section

Bài viết