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An efficient conjugate gradient based learning algorithm for multiple optimal learning factors of multilayer perceptron neural network

机译:多层感知器神经网络多个最优学习因子的高效共轭梯度学习算法

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In this paper, a second order learning algorithm based on Conjugate Gradient (CG) method for finding Multiple Optimal Learning Factors (MOLFs) of multilayer perceptron neural network is proposed in details. The experimental results on several benchmarks show that, compared with One Optimal Learning Factor algorithm with Optimal Output Weights (lOLF-OWO) and Levenberg-Marquardt learning algorithm (LM), our proposed CG based MOLF method with optimal output weights which is also called MOLFCG-OWO algorithm has not only significantly faster convergence rate than that of lOLF and even super to that of LM learning algorithm for some datasets with much less computational time, but also more generalization capability than lOLF-OWO. Thus, MOLFCG-OWO algorithm is suggested better choice for some practical applications.
机译:本文提出了一种基于共轭梯度(CG)方法的二阶学习算法,用于查找多层Perceptron神经网络的多个最佳学习因子(MOLF)的方法。关于多个基准的实验结果表明,与具有最优输出权重的一个最优学习因子算法(LOLF-OWO)和Levenberg-Marquardt学习算法(LM)相比,我们所提出的基于CG的MOLF方法,具有最佳输出权重,其也称为MOLFCG -owo算法不仅比LOLF的收敛速度明显更快,而且对于LM学习算法的一些数据集的计算机甚至超大,而且比LOLF-OWO更多的泛化能力。因此,对于一些实际应用,提出了MOLFCG-OWO算法。

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