论径向基函数网络与模糊系统的关系

P. A. Jokinen
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引用次数: 12

摘要

非线性函数的数值估计可以使用基于模糊逻辑、人工神经网络和非参数回归方法的系统来构造。讨论了模糊系统与某些使用径向基函数的神经网络模型之间的一些有趣的相似之处。这两种方法都可以看作是结构数值估计,因为可以根据点(局部)规则给出粗略的解释。如果模型被用作专家系统的构建块,这种解释能力是很重要的。目前大多数神经网络模型缺乏这种能力,而结构数值估计器具有这种能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the relations between radial basis function networks and fuzzy systems
Numerical estimators of nonlinear functions can be constructed using systems based on fuzzy logic, artificial neural networks, and nonparametric regression methods. Some interesting similarities between fuzzy systems and some types of neural network models that use radial basis functions are discussed. Both these methods can be regarded as structural numerical estimators, because a rough interpretation can be given in terms of pointwise (local) rules. This explanation capability is important if the models are used as building blocks of expert systems. Most of the neural network models currently lack this capability, which the structural numerical estimators have intrinsically.<>
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