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A new representation of α-openness, α-continuity, α-irresoluteness, and α-compactness in L-fuzzy pretopological spaces : Open Mathematics

机译:L-模糊前拓扑空间中α-开放性,α-连续性,α-非确定性和α-紧致性的新表示形式:开放数学

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This paper presents a new representation of α-openness, α-continuity, α-irresoluteness, and α-compactness based on L-fuzzy α-open operators introduced by Nannan and Ruiying [1] and implication operation. The proposed representation extends the properties of α-openness, α-continuity, α-irresoluteness, and α-compactness to the setting of L-fuzzy pretopological spaces based on graded concepts. Moreover, we introduce and establish the relationships among the new concepts.
机译:本文基于Nannan和Ruiying [1]引入的L-模糊α-开算子和蕴涵运算,提出了α-开放性,α-连续性,α-非确定性和α-紧致性的新表示。所提出的表示将基于梯度概念的α-开放性,α-连续性,α-非确定性和α-紧致性的性质扩展到L-模糊前拓扑空间的设置。此外,我们介绍并建立了新概念之间的关系。

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