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Type-1 or interval type-2 fuzzy logic systems #x2014; On the relationship of the amount of uncertainty and FOU size

机译:类型1或区间类型2模糊逻辑系统—关于不确定量和FOU大小的关系

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A recurring theme in research employing type-2 fuzzy sets is the question of how much uncertainty in a given context warrants the application of type-2 fuzzy sets and systems over their type-1 counterparts. In this paper we provide insight into this challenging question through a detailed investigation into the ability of both types of Fuzzy Logic Systems (FLSs) to capture and model different levels of uncertaintyoise through varying the size of the Footprint Of Uncertainty (FOU) of the underlying fuzzy sets from type-1 fuzzy sets to very "wide" interval type-2 fuzzy sets. By applying the study in the well-controlled context of chaotic time-series prediction, we show how, as uncertaintyoise increases, type-2 FLSs with fuzzy sets with FOUs of increasing size become more and more viable. While the work in this paper is focused on a specific application, we believe it provides crucial insight into the challenging question of the viability of interval type-2 over type-1 FLSs.
机译:在研究中使用类型2模糊集的一个反复出现的问题是,在给定的上下文中有多少不确定性可以保证类型2模糊集和系统在类型1对应物上的应用。在本文中,我们通过对两种类型的模糊逻辑系统(FLS)通过改变不确定度(FOU)的不确定性(FOU)的大小来捕获和建模不同级别的不确定性/噪声的能力的详细研究,来提供对这一挑战性问题的见解。从类型1模糊集到非常“宽”的间隔类型2模糊集的基础模糊集。通过将研究应用在混沌时间序列预测的良好控制环境中,我们显示出随着不确定性/噪声的增加,具有模糊集且FOU越来越大的2型FLS变得越来越可行。尽管本文的工作集中在特定的应用上,但我们认为它为间隔2型与1型FLS的可行性这一具有挑战性的问题提供了重要的见识。

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