Zhao Di, Wang Zidong, Chen Yun, Wei Guoliang, Sheng Weiguo
IEEE Trans Neural Netw Learn Syst. 2024 May;35(5):6393-6407. doi: 10.1109/TNNLS.2022.3209632. Epub 2024 May 2.
This article is concerned with a new partial-neurons-based proportional-integral observer (PIO) design problem for a class of artificial neural networks (ANNs) subject to bounded disturbances. For the purpose of improving the reliability of the data transmission, the multiple description encoding mechanisms are exploited to encode the measurement data into two identically important descriptions, and the encoded data are then transmitted to the decoders via two individual communication channels susceptible to packet dropouts, where Bernoulli-distributed stochastic variables are utilized to characterize the random occurrence of the packet dropouts. An explicit relationship is discovered that quantifies the influences of the packet dropouts on the decoding accuracy, and a sufficient condition is provided to assess the boundedness of the estimation error dynamics. Furthermore, the desired PIO parameters are calculated by solving two optimization problems based on two metrics (i.e., the smallest ultimate bound and the fastest decay rate) characterizing the estimation performance. Finally, the applicability and advantage of the proposed PIO design strategy are verified by means of an illustrative example.
本文关注一类受有界干扰的人工神经网络(ANN)基于部分神经元的新型比例积分观测器(PIO)设计问题。为提高数据传输的可靠性,利用多描述编码机制将测量数据编码为两个同等重要的描述,然后将编码后的数据通过两个易受数据包丢失影响的独立通信信道传输到解码器,其中利用伯努利分布的随机变量来表征数据包丢失的随机发生。发现了一个明确的关系,该关系量化了数据包丢失对解码精度的影响,并提供了一个充分条件来评估估计误差动态的有界性。此外,通过基于表征估计性能的两个指标(即最小最终界和最快衰减率)求解两个优化问题来计算所需的PIO参数。最后,通过一个示例验证了所提出的PIO设计策略的适用性和优势。