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Shadowed Type-2 Fuzzy Logic Systems

机译:影子2型模糊逻辑系统

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摘要

General Type-2 Fuzzy Logic Systems (GT2 FLSs) are an extension to Type-1 (T1) FLS where at least one Fuzzy Set (FS) is a GT2 FS. However, due to the high computational complexity of operations on GT2 FSs, GT2 FLSs have been rarely used in practical applications. Instead, Interval Type-2 (IT2) FLSs which employ constrained IT2 FSs, have been widely used. Despite their superior computational complexity, IT2 FLSs lack the expressive power of GT2 FSs when describing various sources of uncertainty. Further, it is unclear how to derive an IT2 FLS from a specific GT2 FLS. To alleviate these issues, this paper outlines a novel concept of Shadowed Type-2 Fuzzy Logic Systems (ST2 FLS). The ST2 FLS consists of previously proposed ST2 FSs, which are T2 FSs with secondary membership functions represented as Shadowed Sets (SSs). Because ST2 FSs are directly induced by GT2 FSs, the entire design of the ST2 FLS can be automatically derived from a specific GT2 FLS. Furthermore, the proposed ST2 FLS was shown to approximate GT2 FLS more accurately compared to IT2 FLS, while maintaining the computational efficiency of IT2 FLS.
机译:通用2型模糊逻辑系统(GT2 FLS)是对1型(T1)FLS的扩展,其中至少一个模糊集(FS)为GT2 FS。但是,由于在GT2 FS上进行运算的计算复杂度很高,因此在实际应用中很少使用GT2 FLS。取而代之的是,采用受约束的IT2 FS的间隔类型2(IT2)FLS已被广泛使用。尽管IT2 FLS具有出色的计算复杂性,但它们在描述各种不确定性来源时仍缺乏GT2 FS的表达能力。此外,还不清楚如何从特定的GT2 FLS派生IT2 FLS。为了缓解这些问题,本文概述了一种新型的影子2型模糊逻辑系统(ST2 FLS)概念。 ST2 FLS由先前提出的ST2 FS组成,它们是具有表示为“影子集(SS)”的辅助成员功能的T2 FS。由于ST2 FS由GT2 FS直接诱发,因此ST2 FLS的整个设计可以自动从特定的GT2 FLS派生。此外,与IT2 FLS相比,拟议的ST2 FLS显示出更精确地近似GT2 FLS,同时保持了IT2 FLS的计算效率。

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