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A new hybrid methodology for cooperative-coevolutionary optimization of radial basis function networks

机译:径向基函数网络协同协同优化的一种新的混合方法

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This paper presents a new multiobjective cooperative–coevolutive hybrid algorithm for the design of a Radial Basis Function Network (RBFN). This approach codifies a population of Radial Basis Functions (RBFs) (hidden neurons), which evolve by means of cooperation and competition to obtain a compact and accurate RBFN. To evaluate the significance of a given RBF in the whole network, three factors have been proposed: the basis function’s contribution to the network’s output, the error produced in the basis function radius, and the overlapping among RBFs. To achieve an RBFN composed of RBFs with proper values for these quality factors our algorithm follows a multiobjective approach in the selection process. In the design process, a Fuzzy Rule Based System (FRBS) is used to determine the possibility of applying operators to a certain RBF. As the time required by our evolutionary algorithm to converge is relatively small, it is possible to get a further improvement of the solution found by using a local minimization algorithm (for example, the Levenberg–Marquardt method). In this paper the results of applying our methodology to function approximation and time series prediction problems are also presented and compared with other alternatives proposed in the bibliography.
机译:本文提出了一种用于径向基函数网络(RBFN)设计的多目标合作-协卷积混合算法。这种方法将径向基函数(RBF)(隐藏的神经元)编成代码,这些径向基函数通过合作和竞争而发展,从而获得紧凑而准确的RBFN。为了评估给定RBF在整个网络中的重要性,提出了三个因素:基函数对网络输出的贡献,基函数半径中产生的误差以及RBF之间的重叠。为了获得由RBF组成的RBFN,这些RBFN具有这些品质因数的适当值,我们的算法在选择过程中遵循多目标方法。在设计过程中,基于模糊规则的系统(FRBS)用于确定将运算符应用于某个RBF的可能性。由于我们的进化算法收敛所需的时间相对较短,因此有可能通过使用局部最小化算法(例如,Levenberg-Marquardt方法)来进一步改进解决方案。本文还介绍了将我们的方法应用于函数逼近和时间序列预测问题的结果,并将其与参考书目中提出的其他替代方法进行了比较。

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