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Bipartite Synchronization of Multiple Memristor-Based Neural Networks With Antagonistic Interactions

机译:基于Memristor的神经网络与拮抗互动的二分之一

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摘要

In this article, by introducing a signed graph to describe the coopetition interactions among network nodes, the mathematical model of multiple memristor-based neural networks (MMNNs) with antagonistic interactions is established. Since the cooperative and competitive interactions coexist, the states of MMNNs cannot reach complete synchronization. Instead, they will reach the bipartite synchronization: all nodes' states will reach an identical absolute value but opposite sign. To reach bipartite synchronization, two kinds of the novel node- and edge-based adaptive strategies are proposed, respectively. First, based on the global information of the network nodes, a node-based adaptive control strategy is constructed to solve the bipartite synchronization problem of MMNNs. Secondly, a local edge-based adaptive algorithm is proposed, where the weight values of edges between two nodes will change according to the designed adaptive law. Finally, two simulation examples validate the effectiveness of the proposed adaptive controllers and bipartite synchronization criteria.
机译:在本文中,通过引入符号曲线图来描述网络节点之间的协作交互,建立了具有拮抗交互的多个Memristor的神经网络(MMNNS)的数学模型。由于合作和竞争性互动共存,MMNN的状态无法达到完全同步。相反,它们将达到二分钟同步:所有节点的状态将达到相同的绝对值但相反的标志。为了达到二分钟同步,分别提出了两种新的节点和边缘的自适应策略。首先,基于网络节点的全局信息,构建基于节点的自适应控制策略以解决MMNN的二分和同步问题。其次,提出了一种基于局部边缘的自适应算法,其中两个节点之间的边缘的重量值将根据设计的自适应法而改变。最后,两个仿真示例验证了所提出的自适应控制器和双链同步标准的有效性。

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