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A quantitative comparison of interval type-2 and type-1 fuzzy logic systems: First results

机译:区间2型和1型模糊逻辑系统的定量比较:第一个结果

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The question “When will an IT2 FLS outperform a T1 FLS?” has been asked by many, and is acknowledged by many experts to be arguably the most important unanswered question in the T2 field. As a research problem, this question turns into: Establish when and by how much a type-2 fuzzy logic system (T2 FLS) will outperform a type-1 (T1) FLS. This paper provides first results on solving this problem. Its approach is novel because it does not focus immediately on a specific application, but instead focuses on the common component to all performance analyses, thereby providing results that can be used by others in their application-based performance comparisons. The Wu-Mendel minimax uncertainty bounds [16], which in the past have been used to approximate the type-reduced set, and to also act as a starting point for designs of IT2 FLSs, play the key role in this paper. Although comparing an IT2 FLS to a T1 FLS seems like a daunting task, because of the complicated nature of the equations that describe them, this paper shows that when an IT2 FLS is expanded about a T1 FLS-itself a new concept-, surprisingly, very simple first results are obtained.
机译:问题“IT2何时才能胜过T1 FLS?”已被许多人提出,并且许多专家承认,可以说是T2领域中最重要的未答复问题。作为一个研究问题,这个问题变成:建立何时以及何时以及何时和何时何种模糊逻辑系统(T2 FLS)将优于1型(T1)FLS。本文提供了解决这个问题的首要结果。它的方法是新颖的,因为它不会立即关注特定应用程序,而是专注于所有性能分析的共同组件,从而提供了其他人可以在基于应用程序的性能比较中使用的结果。 Wu-Mendel Minimax的不确定性界限[16],过去已被用于近似于减少类型的集合,并且还充当IT2 FLS设计的起点,在本文中发挥关键作用。虽然将IT2FLS与T1液体进行比较似乎是一种令人生畏的任务,但由于描述了它们的等式的复杂性,但是当IT2 FLS围绕T1速度扩展时,它本身是一个新的概念 - ,令人惊讶的是,获得非常简单的第一个结果。

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