The Lyapunov Construction Function for a System of Simple Differential Equations

Authors

  • B. Khusanov Associate Proffessor of the Department “Higher Mathematics” Samarkand State University of Architecture and Civil Engineering
  • Kulmirzaeva Gulrabo Abduganiyevna Senior Lecturer of the Department of Higher Mathematics Samarkand State University of Architecture and Civil Engineering

DOI:

https://doi.org/10.51699/ajsld.v2i3.1284

Keywords:

closed, zero solution, coordinates, identity, stability, asymptotes, set, trajectory

Abstract

In this  article, we  study  the  behavior  of  the construction  of  the  Lyapunov  function  for  one  system  of  differential  equations. There  is  only  one  whole  trajectory  on  the  Ox  axis – the  singular  point   0(0;0).

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Published

2023-03-24

How to Cite

Khusanov, B. ., & Abduganiyevna, K. G. . (2023). The Lyapunov Construction Function for a System of Simple Differential Equations. American Journal of Science and Learning for Development, 2(3), 89–91. https://doi.org/10.51699/ajsld.v2i3.1284

Issue

Vol. 2 No. 3 (2023): AMERICAN JOURNAL OF SCIENCE AND LEARNING FOR DEVELOPMENT (AJSLD)

Section

Articles