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B-closed Spaces

Bai Shi

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Abstract

In this paper,the new concept of so-called B-closed space in topological spaces is introduced. B-closed space is the generalization of S-closed space,and it is the special state of space . B-closed space,S-closed space and space are equivalent in extremely disconnected spaces.

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What this paper is about

In this paper,the new concept of so-called B-closed space in topological spaces is introduced. B-closed space is the generalization of S-closed space,and it is the special state of space . B-closed space,S-closed space and space are equivalent in extremely disconnected spaces.

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Available abstract

In this paper,the new concept of so-called B-closed space in topological spaces is introduced. B-closed space is the generalization of S-closed space,and it is the special state of space . B-closed space,S-closed space and space are equivalent in extremely disconnected spaces.

Key concepts: Closed set, Space (punctuation), Generalization, Mathematics, Topological space, Pure mathematics, Topology (electrical circuits), Zero-dimensional space

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