@inproceedings{86509ccfca8342b6b6cf98882d4c5f13,
title = "Mathematical modelling of nonlinear dynamic systems",
abstract = "Attracting sets for systems of ordinary differential equations, which arise in multiple applications, are constructed. The six-dimensional system is in the focus. The construction is based on previously obtained attractors for systems of orders two and three. First, the uncoupled six-dimensional system is considered. Adding some additional elements makes this system coupled. The attractors, however, remain in a modified form. The graphs of all six solutions are provided as visual evidence of the existence of attractors.",
keywords = "chaos, mathematical model, attractors, networks, dynamical system",
author = "Inna Samuilik and Felix Sadyrbaev and Svetlana Atslēga",
note = "Publisher Copyright: {\textcopyright} 2022 Latvia University of Life Sciences and Technologies. All rights reserved.",
year = "2022",
language = "English",
volume = "21",
series = "Engineering for Rural Development",
publisher = "Latvia University of Life Sciences and Technologies",
pages = "172--178",
booktitle = "Engineering for Rural Development : 21st International Scientific Conference, 25-27 May, 2022, Jelgava, Latvia : Conference Proceedings",
address = "Latvia",
}