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Sine-square embedded fuzzy sets

机译:正弦平方嵌入式模糊集

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摘要

Type-2 fuzzy sets minimize the effects of uncertainties that cannot be modeled using type-1 fuzzy sets. However, the computational complexity of the type-2 fuzzy sets is very large and it is more difficult to use and understand than are type-1 fuzzy sets. This paper proposes sine-square embedded fuzzy sets and gives a comparison with type-2 and nonstationary fuzzy sets. The sine-square embedded fuzzy sets consist of type-1 fuzzy sets and sine function. The footprint of uncertainty in the type-2 fuzzy sets is provided with amplitude and frequency of sine-square function in the proposed algorithm. The proposed sine-square embedded fuzzy sets are very simpler than the type-2 fuzzy sets and the nonstationary fuzzy sets. Finally, the simulation results are carried out to demonstrate the effectiveness of the proposed fuzzy sets.
机译:类型2模糊集将无法使用类型1模糊集建模的不确定性的影响降至最低。但是,类型2模糊集的计算复杂度非常大,比类型1模糊集更难以使用和理解。本文提出了正弦平方嵌入模糊集,并与2型和非平稳模糊集进行了比较。正弦平方嵌入模糊集由类型1模糊集和正弦函数组成。在所提出的算法中,类型2模糊集中不确定性的足迹具有正弦平方函数的幅度和频率。所提出的正弦平方嵌入模糊集比2型模糊集和非平稳模糊集要简单得多。最后,通过仿真结果证明了所提出的模糊集的有效性。

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