Finite-time synchronization of fractional-order fuzzy cellular neural networks with mixed delays and interactions via quantized memory sampled-data control
Sep 2026· International Journal of Dynamics and Control· Vol 14· 0 citations· 41 references
TL;DR
This work explores the finite-time synchronization (FTS) problem of fractional-order fuzzy cellular neural networks (FOFCNNs) that comprise mixed time-varying delays (TVDs) and interaction terms, and utilizes the Lyapunov stability theory with the QMSDC technique and finite time (FT) stability theory to guarantee the synchronization of FOFCNNs.
This paper studies the asymptotic synchronization problem for drive-response delayed fuzzy bidirectional associative memory (BAM) neural networks via a frequency-domain approach. The network model explicitly retains fuzzy logic operations—fuzzy AND and fuzzy OR—in its connection weights, as originally proposed in the l...
This paper addresses the sampled-data exponential stabilization problem for delayed complex-valued neural networks (DCNNs) over capacity-limited communication channels. To reduce communication load, a quantized intermittent sampled-data transmission (QIST) protocol is proposed. A transmission-interval-dependent Lyapuno...
The finite-time convergence of both the reaching phase and sliding phase of the control system is strictly proved, and the explicit upper bound of network synchronization time is deduced, which quantitatively reveals the correlation between synchronization efficiency and system initial states as well as control paramet...
This paper examines the problem of achieving synchronization within fractional-order competitive neural networks (FOCNNs) affected by intrinsic transmission delays. To overcome the limitations associated with restricted network bandwidth and excessive computational expenses, a quantized sampled-data distributed iterati...
Jia-Jun Sun, Jin-Hong Zhou, Yu-Hang Zhang et al.· Fractal and Fractional· 0 citations
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