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A Table Lookup Scheme for Fuzzy Logic Based Model Identification Applied to Time Series Prediction

机译:基于模糊逻辑模型识别的表查找方案应用于时间序列预测

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Zadeh introduced Fuzzy sets in 1965 to represent and manipulate data and information that possess nonstatistical uncertainty. Since this date, fuzzy logic has been applied to many fields such as industry, medicine, economics and so on. The reason for this rapid growth in the use of fuzzy logic worldwide is that fuzzy logic provides an appropriate mechanism to describe the static and/or dynamic behavior of complex physical systems that are difficult to yield their conventional mathematical models. We can consider a fuzzy set as a fuzzy model of human concept. In this paper, we consider fuzzy modeling as an approach to form a system model using a description language based on fuzzy logic with fuzzy predicates. This paper presents a general approach to modeling and identification of dynamic systems based on fuzzy logic. A table - lookup scheme is presented to generate fuzzy rules from numerical data. This method determines a mapping from input space to output space based on the combined fuzzy rule base using defuzzijying procedure. Application to time series prediction problem is also presented.
机译:Zadeh于1965年推出的模糊集表示和操纵具有非统计不确定性的数据和信息。自此目前以来,模糊逻辑已应用于许多领域,如行业,医学,经济等。在全球范围内使用模糊逻辑的这种快速增长的原因是模糊逻辑提供了一种适当的机制来描述难以产生其传统数学模型的复杂物理系统的静态和/或动态行为。我们可以考虑一个模糊组成的人类概念模型。在本文中,我们考虑模糊建模作为使用基于模糊谓词的描述语言形成系统模型的方法。本文介绍了基于模糊逻辑的动态系统建模与识别的一般方法。提出了表 - 查找方案以从数值数据生成模糊规则。该方法根据使用Defuzzijying过程确定从输入空间到输出空间的映射到输出空间。还呈现了时间序列预测问题的应用。

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