Finite-time anti-synchronization of a 6D Lorenz systems DOI Creative Commons
Hu Tang, Kaiyu Liu, Zhengqiu Zhang

et al.

AIMS Mathematics, Journal Year: 2024, Volume and Issue: 9(12), P. 35931 - 35948

Published: Jan. 1, 2024

<p>In this article, the finite time anti-synchronization (FTAS) of master-slave 6D Lorenz systems (MS6DLSS) is discussed. Without using previous study methods, by introducing new namely adopting properties quadratic inequalities one variable and utilizing negative definiteness form matrix, two criteria on FTAS are achieved for discussed MS6DLSS. Up to now, existing results chaotic have been often linear matrix inequality (LMI) method stability theorems (FTST). Adopting methods studies MS6DLSS, novel gotten which innovative work.</p>

Language: Английский

Finite-time anti-synchronization of a 6D Lorenz systems DOI Creative Commons
Hu Tang, Kaiyu Liu, Zhengqiu Zhang

et al.

AIMS Mathematics, Journal Year: 2024, Volume and Issue: 9(12), P. 35931 - 35948

Published: Jan. 1, 2024

<p>In this article, the finite time anti-synchronization (FTAS) of master-slave 6D Lorenz systems (MS6DLSS) is discussed. Without using previous study methods, by introducing new namely adopting properties quadratic inequalities one variable and utilizing negative definiteness form matrix, two criteria on FTAS are achieved for discussed MS6DLSS. Up to now, existing results chaotic have been often linear matrix inequality (LMI) method stability theorems (FTST). Adopting methods studies MS6DLSS, novel gotten which innovative work.</p>

Language: Английский

Citations

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