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Tuning model for microwave filter by using improved back-propagation neural network based on gauss kernel clustering

机译:基于改进高斯核聚类的反向传播神经网络的微波滤波器调谐模型

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摘要

Given the difficulty of a single model in dealing with complex systems. In this study, we propose a tuning model that uses a probabilistic fusion of sub-optimal back-propagation neural network based on the Gauss kernel clustering. This study focused mainly three aspects of work compared with the traditional tuning model. First, the calculation of the coupling matrix of scattering parameters is achieved by solving polynomial coefficients after eliminating the inconsistent phase shift and resonant cavity loss. Second, the best clustering center and a number were obtained by mapping the scattered data to high-dimensional space, and the prediction of multi-output variables were realized by sub-model probability fusion. Third, an improved shuffled frog leaping algorithm was introduced to optimize the initial weights of the back-propagation neural network, and a differential operation significantly improved the diversity of the population and the searchability of the algorithm. Finally, the experiment of nine-order cross-coupled filters shows that the proposed method has a better capability to train the weights and thresholds, which improves the generalization performance of the system.
机译:鉴于单一模型难以处理复杂系统。在这项研究中,我们提出了一个调整模型,该模型使用基于高斯核聚类的次优反向传播神经网络的概率融合。与传统的调优模型相比,本研究主要关注工作的三个方面。首先,在消除不一致的相移和谐振腔损耗之后,通过求解多项式系数来计算散射参数的耦合矩阵。其次,通过将分散的数据映射到高维空间,获得最佳聚类中心和数量,并通过子模型概率融合实现多输出变量的预测。第三,引入了一种改进的改组蛙跳算法来优化反向传播神经网络的初始权重,并且差分运算显着提高了种群的多样性和算法的可搜索性。最后,通过九阶交叉耦合滤波器的实验表明,该方法具有更好的权值和阈值训练能力,提高了系统的泛化性能。

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