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AN IMPROVED DIAGONAL RECURRENT NEURAL NETWORKS ITERATIVE ALGORITHM

机译:改进的对角递归神经网络迭代算法

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摘要

A new improved iterative algorithm for diagonal recurrent neural networks (DRNN) is presented in this paper. DRNN used is a three layers network, which has only one hidden layer with sigmoid recurrent neurons and has three kinds of weights, input weight matrix, recurrent weight vector and output weight vector. The input weight matrix is composed of all connecting weights from all inputs of DRNN and all recurrent neurons. The recurrent weight vector is composed of connecting weight from every recurrent neuron to itself. The output weight vector is composed of all connecting weights from recurrent neurons to output neuron. To get much fast convergence speed, in this paper, input weight matrix between all inputs and all hidden neurons are divided into many input weight vectors composed of weights between all inputs and a certain hidden neuron. To guarantee convergence, Learning rate of every input weight vector is formulated by introducing a Lyapunov function. Then, learning rate of input weight matrix is chosen as the smallest one among all the input weight vectors' learning rates. A DRNN control system is presented for numerical simulation. It is shown that, the learning rate got in this paper is higher than those in past literatures, and the convergence speed of DRNN is much faster, also. Numerical simulation results are provided to confirm the performance and effectiveness of the proposed method.
机译:提出了一种新的改进的对角递归神经网络迭代算法(DRNN)。使用的DRNN是一个三层网络,它只有一个具有乙状结肠递归神经元的隐藏层,并且具有三种权重:输入权重矩阵,递归权重向量和输出权重向量。输入权重矩阵由DRNN所有输入和所有递归神经元的所有连接权重组成。递归权重向量由每个递归神经元与其自身的联系权重组成。输出权向量由从递归神经元到输出神经元的所有连接权组成。为了获得更快的收敛速度,在本文中,将所有输入和所有隐藏神经元之间的输入权重矩阵分为许多输入加权向量,这些向量由所有输入和某个隐藏神经元之间的权重组成。为了保证收敛,通过引入李雅普诺夫函数来制定每个输入权向量的学习率。然后,选择输入权重矩阵的学习率作为所有输入权重向量的学习率中最小的一个。提出了一种用于数字仿真的DRNN控制系统。结果表明,本文所获得的学习率高于以往文献,并且DRNN的收敛速度也更快。数值仿真结果验证了该方法的有效性和有效性。

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