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2006•Ludong University JournalRequires access

The Nearly Strong F-Compactness in L-fuzzy Topological Spaces

Qianqian Wang

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Abstract

The characterizations and the topological properties of the nearly F-compactness in L-fuzzy topological spaces are systematically studied.The relationship between the nearly strong F-compactness and the strong F-compactness is proved.Some good properties are found,for example,the nearly strong F-compactness is hereditary for the L-fuzzy regular closed subset and Thxohob Product Theorem is tenable.

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What this paper is about

The characterizations and the topological properties of the nearly F-compactness in L-fuzzy topological spaces are systematically studied.The relationship between the nearly strong F-compactness and the strong F-compactness is proved.Some good properties are found,for example,the nearly strong F-compactness is hereditary for the L-fuzzy regular closed subset and Thxohob Product Theorem is tenable.

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Available abstract

The characterizations and the topological properties of the nearly F-compactness in L-fuzzy topological spaces are systematically studied.The relationship between the nearly strong F-compactness and the strong F-compactness is proved.Some good properties are found,for example,the nearly strong F-compactness is hereditary for the L-fuzzy regular closed subset and Thxohob Product Theorem is tenable.

Key concepts: Compact space, Mathematics, Fuzzy logic, Topology (electrical circuits), Product (mathematics), Topological space, Pure mathematics, Combinatorics

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