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Fuzzy reasoning method in fuzzy rule-based systems with general and specific rules for function approximation

机译:基于模糊规则的系统的模糊推理方法,函数近似的一般和特定规则

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This paper discusses linguistic modeling of nonlinear functions with many inputs by fuzzy rule-based systems. That is, our task is to describe a multi-input nonlinear function by fuzzy if-then rules with linguistic interpretation. For atwo-dimensional problem (i.e., for a two-input nonlinear function), we usually write linguistic rules in a tabular form, which is often used in fuzzy control problems. While such a tabular form is easily understood by human users, it can not scale up tohigh-dimensional problems because the number of rules exponentially increases with the dimensionality of the input space. For linguistically describing a nonlinear function with many inputs, we use general linguistic rules together with specificlinguistic rules in a single fuzzy rule-based system. In this paper, we first show that the use of a standard fuzzy reasoning method sometimes leads to counterintuitive results. Then we propose a new fuzzy reasoning method that takes into account thespecificity of each linguistic rule.
机译:本文讨论了基于模糊规则的系统对许多输入的非线性功能的语言建模。也就是说,我们的任务是通过具有语言解释的模糊if-den-del的规则来描述一个多输入非线性函数。对于ATWO维问题(即,对于双输入非线性函数),我们通常以表格形式写入语言规则,该规则通常用于模糊控制问题。虽然人类用户容易理解这种表格形式,但是它不能扩展到高维问题,因为规则的数量以输入空间的维度指数增加。为了对语言描述具有许多输入的非线性函数,我们将一般语言规则与特定的基于规则的系统中的特定规则一起使用。在本文中,我们首先表明使用标准模糊推理方法有时会导致违反直觉的结果。然后,我们提出了一种新的模糊推理方法,该方法考虑了每个语言规则的特殊性。

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