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Platform type fuzzy number and separability of fuzzy number space

机译:平台型模糊数与模糊数空间的可分性

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摘要

In this paper, we introduce the notions of the rectangular fuzzy set and step ape fuzzy number. It is shown that the family of all platform type fuzzy numbers E~1_T is dense in fuzzy numbers space E~1 about L_p-metric D_p, and the family of all rational type step fuzzy numbers E~1_QG(E~1_QG is contained in E~1_QG and E~1_QG is a countable set) is dense in (E~1_T, D_P). Further, as corollaries, we obtain that (E~1, D_P) is a separable metric space and several separable metric spaces about p-mean symmetric difference metric d_△p.
机译:在本文中,我们介绍了矩形模糊集和步猿模糊数的概念。结果表明,所有平台类型模糊数E〜1_T的族在L_p度量D_p的模糊数空间E〜1中是密集的,并且所有有理类型阶跃模糊数E〜1_QG(E〜1_QG的族包含在E〜1_QG和E〜1_QG是一个可数集合)的密集度为(E〜1_T,D_P)。此外,作为推论,我们得出(E〜1,D_P)是一个可分离的度量空间和关于p均值对称差度量d_△p的几个可分离的度量空间。

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