NDLI: Bases of G-V Intuitionistic Fuzzy Matroids

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Bases of G-V Intuitionistic Fuzzy Matroids

Content Provider	MDPI
Author	Li, Yonghong Li, Li Li, Jiang Qiu, Dong Duan, Huiming
Copyright Year	2020
Abstract	The purpose of this paper is to study intuitionistic fuzzy bases ( $I F B s$ ) and the intuitive structure of a $G - V$ $I F M$ . Firstly, the intuitionistic fuzzy basis ( $I F B$ ) of a $G - V$ $I F M$ is defined; then the h-range and properties of an $I F B$ are presented and a necessary and sufficient condition of a closed $G - V$ $I F M$ is studied. Especially, a necessary and sufficient condition of judging an $I F B$ is presented and the intuitive tree structure of a closed $G - V$ $I F M$ is proposed and its properties are discussed.
Starting Page	1392
e-ISSN	22277390
DOI	10.3390/math8091392
Journal	Mathematics
Issue Number	9
Volume Number	8
Language	English
Publisher	MDPI
Publisher Date	2020-08-20
Access Restriction	Open
Subject Keyword	Mathematics Artificial Intelligence Matroid Bases Fuzzy Matroid Intuitionistic Fuzzy Matroid Intuitionistic Fuzzy Bases
Content Type	Text
Resource Type	Article

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