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A novel type-2 fuzzy membership function: application to the prediction of noisy data

机译:一种新型的2型模糊隶属函数:在噪声数据预测中的应用

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摘要

A novel, diamond-shaped type-2 fuzzy member- ship function is introduced in this study. The proposed type-2 fuzzy membership function has certain values on 0 and 1, but it has some uncertainties for the other membership values. It has been shown that the type-2 fuzzy system using this type of membership function introduced in this study has some noise reduction property in the presence of noisy inputs. The appropriate parameter selection to be able to achieve noise reduction property is also considered. A hybrid method consisting of particle swarm optimization (PSO) and gradient descent (GD) algorithm is used to optimize the parameters of the proposed type-2 fuzzy system. PSO is a derivative-free optimizer, and the possibility of the entrapment of this optimizer in local minimums is less than the gradient descent method. The proposed type-2 fuzzy system and the hybrid parameter estimation method are then tested on the prediction of a noisy, chaotic dynamical system. The simulation results show that the type-2 fuzzy predictor with the proposed novel membership functions shows a superior performance when compared to the other existing type-2 fuzzy systems in the presence of noisy inputs.
机译:本研究介绍了一种新颖的菱形2型模糊隶属函数。所提出的类型2模糊隶属度函数在0和1上具有某些值,但对于其他隶属度值则具有一些不确定性。研究表明,在此研究中引入的使用这种隶属度函数的2型模糊系统在存在噪声输入的情况下具有一定的降噪性能。还考虑了能够实现降噪性能的适当参数选择。提出了一种由粒子群算法(PSO)和梯度下降算法(GD)组成的混合算法,对所提出的2类模糊系统的参数进行优化。 PSO是无导数优化器,该优化器陷入局部最小值的可能性小于梯度下降法。然后,在嘈杂的混沌动力学系统的预测上,对提出的2类模糊系统和混合参数估计方法进行了测试。仿真结果表明,与存在噪声输入的其他现有的2型模糊系统相比,具有所提出的新型隶属函数的2型模糊预测器表现出更好的性能。

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