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Kernel based nonlinear fuzzy regression model

机译:基于核的非线性模糊回归模型

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摘要

Recent years have seen a surge of interest in extending statistical regression to fuzzy data. Most of the recent fuzzy regression models have undesirable performance when functional relationships are nonlinear. In this study, we propose a novel version of fuzzy regression model, called kernel based nonlinear fuzzy regression model, which deals with crisp inputs and fuzzy output, by introducing the strategy of kernel into fuzzy regression. The kernel based nonlinear fuzzy regression model is identified using fuzzy Expectation Maximization (EM) algorithm based maximum likelihood estimation strategy. Some experiments are designed to show its performance. The experimental results suggest that the proposed model is capable of dealing with the nonlinearity and has high prediction accuracy. Finally, the proposed model is used to monitor unmeasured parameter level of coal powder filling in ball mill in power plant. Driven by running data and expertise, a strategy is first proposed to construct fuzzy outputs, reflecting the possible values taken by the unmeasured parameter. With the engineering application, we then demonstrate the powerful performance of our model.
机译:近年来,人们对将统计回归扩展到模糊数据的兴趣激增。当函数关系为非线性时,大多数最新的模糊回归模型都具有不理想的性能。在这项研究中,我们通过将内核策略引入模糊回归中,提出了一种新版本的模糊回归模型,称为基于核的非线性模糊回归模型,该模型处理明快的输入和模糊输出。使用基于模糊期望最大化(EM)算法的最大似然估计策略来识别基于核的非线性模糊回归模型。设计了一些实验来显示其性能。实验结果表明,该模型能够处理非线性问题,具有较高的预测精度。最后,该模型用于监测电厂球磨机中煤粉填充的未测参数水平。在运行数据和专业知识的驱动下,首先提出了一种构建模糊输出的策略,以反映未测参数可能获取的值。通过工程应用程序,我们然后演示了模型的强大性能。

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