基于螺旋机构的RBF神经网络与重力搜索算法混合的新方法

Zohaib Y Ahmad, Muhammad Qasim Memon, Aasma Memon, Parveen Munshi, M. J. Memon
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引用次数: 0

摘要

本文通过基于RBF神经网络的预测模型,提出了一种神经网络和非线性时间序列方法。该模型采用混合引力搜索算法(HGSA)对非线性系统进行预测和识别。提出的HGSA算法具有神经网络的最优参数设置和网络拓扑结构。GSA采用螺旋形机制(SSM)来消除收敛速度慢等主要缺点。因此,它倾向于过早收敛。此外,HGSA-SSM通过在全局和局部搜索能力中提供精确匹配的最合适的选择律来选择更新的粒子位置。此外,HGSA-SSM可以优化RBF神经网络的参数,使网络模型的生成精度较高。因此,我们提出的新模型(HGSA-SSM - RBF神经网络)通过开发几个数值先例克服了非线性问题,并且发现它比现有的RBF神经网络有效。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Hybrid Approach of Gravitational Search Algorithm with Spiral-Shaped Mechanism-based RBF Neural Network
This article proposes a neural network and a non-linear time series method via a prediction model based on an RBF neural network. The proposed model predicts and identifies a non-linear system using the Hybrid Gravitational Search Algorithm (HGSA). The proposed algorithm HGSA is deemed with the optimal parameter settings and network topology of a neural network. GSA is implemented with a spiral-shaped mechanism (SSM) to eradicate primary drawbacks such as slow convergence. Thus, it tends to premature convergence. Moreover, HGSA-SSM selects updated particles' locations through the most suitable selection law that provides an exact match in global and local search competencies. Additionally, HGSA-SSM could optimize the RBF neural network's parameters such that a network model is generated with high precision. Hence, our proposed novel proposed model (HGSA-SSM –RBFNN) overcomes the non-linear problems by developing several numerical precedents, and it is found efficient than the existing RBF neural networks.
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