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A Novel quasi-Newton with Momentum Training for Microwave Circuit Models using Neural Networks

机译:新型准牛顿神经网络的微波电路模型的动量训练

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This paper describes a new quasi-Newton (QN) based technique to accelerate the training of neural networks. Microwave circuits have the input and output properties with strong nonlinearities to themselves and need a robust training algorithm for their neural network models. QN was normally used for these purposes. On the other hand, the steepest gradient method such as Back-propagation is utilized for training of neural networks and accelerated by a momentum term. In this research, we verify the effectiveness of the momentum term in QN for microwave circuit modeling with high-nonlinearities and propose a novel training algorithm in which a momentum coefficient is adaptively given in each iteration. The proposed algorithm is demonstrated through the modeling of two microwave circuits.
机译:本文介绍了一种新的基于准牛顿(QN)的技术来加速神经网络的训练。微波电路本身具有强大的非线性输入和输出特性,因此需要一种鲁棒的神经网络模型训练算法。 QN通常用于这些目的。另一方面,最陡峭的梯度方法(例如反向传播)用于神经网络的训练,并由动量项加速。在这项研究中,我们验证了QN中的动量项对具有高非线性度的微波电路建模的有效性,并提出了一种新颖的训练算法,其中在每次迭代中自适应地给出了动量系数。通过对两个微波电路的建模证明了所提出的算法。

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