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首页> 外文期刊>Control Theory & Applications, IET >Non-fragile set-membership estimation for sensor-saturated memristive neural networks via weighted try-once-discard protocol
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Non-fragile set-membership estimation for sensor-saturated memristive neural networks via weighted try-once-discard protocol

机译:通过加权尝试一次丢弃协议对传感器饱和的忆内神经网络的非脆弱集合估计

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摘要

This study is concerned with the non-fragile set-membership estimation problem for a class of delayed sensor-saturated memristive neural networks under the premise of communication protocol transmissions. The exogenous noises are unknown but bounded and the activation function satisfies the sector-bounded condition. In order to schedule the limited network resources, the node's utilisation right of the communication channel at the current instant is determined by the weighted try-once-discard protocol. Besides, the estimator gain perturbations are considered to enhance the robustness of estimation method. The major focus of the study is to a design a non-fragile estimator such that, for all measurement saturation, mixed time-delays and estimator gain perturbation, the estimation error exists in the ellipsoid by providing a sufficient criterion and the optimal semi-axes length of the ellipsoid is found by solving a convex optimisation problem. Finally, a simulation example shows that the proposed non-fragile estimation strategy is effective.
机译:本研究涉及在通信协议传输的前提下,在一类延迟传感器饱和的忆内神经网络中涉及非脆弱的集合估计问题。外源噪声未知但有界且激活功能满足扇区有界条件。为了安排有限的网络资源,当前即时的通信信道的节点的利用权由加权试次丢弃协议确定。此外,认为估计器增益扰动被认为增强了估计方法的鲁棒性。该研究的主要焦点是设计一种非易碎估计器,使得对于所有测量饱和度,混合时间延迟和估计器增益扰动,通过提供足够的标准和最佳半轴,估计误差存在于椭圆体中通过解决凸优化问题,发现椭圆体的长度。最后,模拟示例表明,所提出的非脆弱估计策略是有效的。

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