New Results on Quasi‐Dynamic Analysis of Quaternion‐Valued Memristive Neural Networks on Time Scales

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Authors: Ruoxia Li, Y.‐Z. Zhu, Xuguang Wei, Jinde Cao, Zhao‐Dong Xu
Cited by: 0
References: 37

Abstract

ABSTRACT This note solves the quasi‐stability/synchronization for memristive neural networks on time scales. A novel Lemma is given to estimate the modulus of the quaternions, which avoids comparing the “size” of quaternions. Subsequently, a new scale‐limited Halanay inequality is given to solve the quasi‐synchronization control of the system in the time‐scale domain. The validity of the theoretical results is illustrated by two examples.

Fields of Study & Subjects

Neural Networks Stability and Synchronization Stability and Control of Uncertain Systems Neural Networks and Applications

Publication details

Journal / source
Mathematical Methods in the Applied Sciences
Volume
49
Issue
10
Pages
10226–10238
Publication date
15 February 2026
Language
EN