2013•Unpublished venueRequires access

The Lindelf Property of Topological System

Hu Yang

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Abstract

The topological system is the most widely studied object in topology at present.Topological space,spatialization of locale,fuzzy topological space and topological molecular lattice are its special cases.One can study Domain theory on denotation semantics of computer programming language by using the topological system.The paper discusses the Lindelf property of topological system,and obtains some theorems of topological system on Lindelf property.

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The topological system is the most widely studied object in topology at present.Topological space,spatialization of locale,fuzzy topological space and topological molecular lattice are its special cases.One can study Domain theory on denotation semantics of computer programming language by using the topological system.The paper discusses the Lindelf property of topological system,and obtains some theorems of topological system on Lindelf property.

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Available abstract

The topological system is the most widely studied object in topology at present.Topological space,spatialization of locale,fuzzy topological space and topological molecular lattice are its special cases.One can study Domain theory on denotation semantics of computer programming language by using the topological system.The paper discusses the Lindelf property of topological system,and obtains some theorems of topological system on Lindelf property.

Key concepts: Topological space, Topology (electrical circuits), Topological manifold, Property (philosophy), Zero-dimensional space, Category of topological spaces, Mathematics, Topological vector space

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