2008Mohu xitong yu shuxueRequires access

A New Countable Compactness of L-fuzzy Topological Spaces

Meng Guang-wu

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Abstract

In this paper, the conceptions of countable S-compacuness and countable S-compactness are defined in L-fuzzy topological spaces. And many properties or characterizations of countable S-compactness (countable S-compactness) are presented. Moreover the relationships between countable compactness and S-Lindelf property are studied, and then draw a lots of conclusions such as, a countable S-compact space with S-Lindelf property is a S-compact space.

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What this paper is about

In this paper, the conceptions of countable S-compacuness and countable S-compactness are defined in L-fuzzy topological spaces. And many properties or characterizations of countable S-compactness (countable S-compactness) are presented. Moreover the relationships between countable compactness and S-Lindelf property are studied, and then draw a lots of conclusions such as, a countable S-compact space with S-Lindelf property is a S-compact space.

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Available abstract

In this paper, the conceptions of countable S-compacuness and countable S-compactness are defined in L-fuzzy topological spaces. And many properties or characterizations of countable S-compactness (countable S-compactness) are presented. Moreover the relationships between countable compactness and S-Lindelf property are studied, and then draw a lots of conclusions such as, a countable S-compact space with S-Lindelf property is a S-compact space.

Key concepts: Compact space, Countable set, Mathematics, Second-countable space, Cosmic space, Property (philosophy), Topological space, Pure mathematics

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