A self-augmented radial basis function neural network for sensitive systems

Yanxia Yang, Pu Wang, Xuejin Gao, Huihui Gao
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Abstract

In order to solve the imprecise problem of radial basis function neural network (RBFNN) to the sample output for the sensitive system, a self-augmented RBFNN (SA-RBFNN) is designed to improve the accuracy of the model. Firstly, the network structure is constructed by using the correlation between input, output and hidden layer neurons to increase the sensitivity of the network. Secondly, an accelerated gradient algorithm is used to train SA-RBFNN, which improves the speed and the precision of neural network training. Finally, the proposed SA-RBFNN is evaluated through a benchmark experiment and a practical problem in wastewater treatment process. The results indicate that the proposed SA-RBFNN can quickly converge to the optimal solution and has a good effect on more sensitive systems.
敏感系统的自增径向基函数神经网络
为了解决径向基函数神经网络(RBFNN)对敏感系统样本输出不精确的问题,设计了一种自增RBFNN (SA-RBFNN)来提高模型的精度。首先,利用输入、输出和隐层神经元之间的相关性构建网络结构,提高网络的灵敏度;其次,采用加速梯度算法对SA-RBFNN进行训练,提高了神经网络的训练速度和精度;最后,通过基准实验和污水处理过程中的实际问题对所提出的SA-RBFNN进行了评价。结果表明,所提出的SA-RBFNN能快速收敛到最优解,对更敏感的系统具有较好的效果。
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