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Multiple Fault Diagnosis of Analog Circuit Using Quantum Hopfield Neural Network

机译:Quantum Hopfield神经网络多重故障诊断模拟电路

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This paper address the multiple fault problem of analog circuit using quantum Hopfield neural network. The proposed quantum neural model, from the evolution of quantum states, gives a new interpretation of the associative memory mechanism in term of probability. The fault features are obtained by the wavelet packet analysis and energy calculation. The quantized ideal features of single fault and the actual features of multiple fault are regarded as quantum ground states and quantum excited states in the quantum space, respectively. Any excited state (multiple fault) in this space can be described as a superposition state of each quantum ground state with different probability amplitudes. The occurrence of this probability amplitude can be obtained by comparing the measurement matrix of the quantum-key-input mode with the measurement matrix of the quantum memory prototype. The numerical experiments offer a good explanation of the appearing probability of multiple faults.
机译:本文通过量子霍芬野网络解决了模拟电路的多个故障问题。来自量子州的演变的拟议量子神经模型给出了概率期限对关联记忆机制的新解释。故障特征是通过小波分组分析和能量计算获得的。单个故障的量化理想特征和多个故障的实际特征分别被认为分别为量子空间中的量子地面状态和量子激发状态。该空间中的任何激励状态(多个故障)可以被描述为具有不同概率幅度的每个量子接地状态的叠加状态。通过将量子键输入模式的测量矩阵与量子存储器原型的测量矩阵进行比较,可以获得这种概率幅度的发生。数值实验提供了对多个故障的出现概率的良好解释。

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