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Interval type-2 recurrent fuzzy neural system with asymmetric membership functions for chaotic system identification

机译:具有不对称隶属函数的区间2型递归模糊神经系统用于混沌系统辨识

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In this paper, we propose an interval type-2 recurrent fuzzy neural system with asymmetric membership functions (AIT2RFNS). The proposed AIT2RFNS having the dynamic fuzzy rules and asymmetric fuzzy membership functions to enhance the performance of the interval type-2 fuzzy neural system. The AIT2RFNS is implemented as seven-layer network which consists of six feed-forward layers and a feedback layer. The feedback layer is embedded in the network by connecting to the layer 2 of the network. The feedback units act as memory elements which endue the network with the ability of copping the temporal problems. For training the AIT2RFNS, the particle swarm optimization algorithm is adopted to exam the performance. The chaotic system identification is done to show the effectiveness and the performance of the proposed AIT2RFNS. In addition, the comparison result is presented to show the superiority of AIT2RFNS.
机译:在本文中,我们提出了一种具有不对称隶属度函数的区间2型递归模糊神经系统(AIT2RFNS)。提出的具有动态模糊规则和不对称模糊隶属函数的AIT2RFNS可以提高区间2型模糊神经系统的性能。 AIT2RFNS被实现为七层网络,该网络由六个前馈层和一个反馈层组成。通过连接到网络的第2层,将反馈层嵌入到网络中。反馈单元充当存储元件,使网络具有应对时间问题的能力。为了训练AIT2RFNS,采用了粒子群优化算法对性能进行了检验。进行了混沌系统识别,以显示所提出的AIT2RFNS的有效性和性能。此外,比较结果显示了AIT2RFNS的优越性。

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