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Evolutionary Extreme Learning Machine for the Interval Type-2 Radial Basis Function Neural Network: A Fuzzy Modelling Approach

机译:区间2型径向基函数神经网络的进化极限学习机:模糊建模方法

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Evolutionary Extreme Learning Machine (E-ELM) is frequently much more efficient than traditional gradient-based algorithms for the parameter identification of feedforward neural networks. In particular, E-ELM is usually faster and provides a higher trade-off between accuracy and model simplicity. For that reason, this paper shows that an E-ELM that is based on Particle Swarm Optimisation (PSO) and Extreme Learning machine (ELM) can be extended to the Interval Type-2 Radial Basis Function Neural Network (IT2-RBFNN) with a Karnik-Mendel type-reduction layer. To evaluate the efficiency of E-ELM, the IT2-RBFNN is used as an Interval Type-2 Fuzzy Logic System (IT2 FLS) for the modelling of two popular benchmark data sets and for the prediction of chaotic time series. According to our results, E-ELM applied to the IT2-RBFNN not only outperforms adaptive-gradient-based algorithms and provides a better generalisation compared to other existing IT2 fuzzy methodologies, but similarly to pure fuzzy models, the IT2-RBFNN is also able to preserve some model interpretation and transparency.
机译:进化极限学习机(E-ELM)通常比基于梯度的传统算法更有效地进行前馈神经网络的参数识别。特别是,E-ELM通常更快,并且在准确性和模型简单性之间提供了更高的权衡。因此,本文表明,基于粒子群优化(PSO)和极限学习机(ELM)的E-ELM可以扩展为具有2个区间的2型径向基函数神经网络(IT2-RBFNN)。 Karnik-Mendel减型层。为了评估E-ELM的效率,IT2-RBFNN被用作间隔2型模糊逻辑系统(IT2 FLS),用于对两个流行的基准数据集进行建模并预测混沌时间序列。根据我们的结果,与其他现有的IT2模糊方法相比,应用于IT2-RBFNN的E-ELM不仅优于基于自适应梯度的算法,并且具有更好的泛化能力,而且与纯模糊模型类似,IT2-RBFNN也能够保留一些模型解释和透明度。

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