2010•Journal of Suzhou UniversityRequires access

Limited Integrability of Connected Space

Huo Cheng-gang

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Abstract

Topological space is one basic object of study in set point topology.There is close relation between topological space and product space.We can deduce some properties of the product space through topological space and vice versa.Thus,to study the product space is meaningful.The paper gives a few properties of the product space,such as the limited integrability of the connected space and so on.

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What this paper is about

Topological space is one basic object of study in set point topology.There is close relation between topological space and product space.We can deduce some properties of the product space through topological space and vice versa.Thus,to study the product space is meaningful.The paper gives a few properties of the product space,such as the limited integrability of the connected space and so on.

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Available abstract

Topological space is one basic object of study in set point topology.There is close relation between topological space and product space.We can deduce some properties of the product space through topological space and vice versa.Thus,to study the product space is meaningful.The paper gives a few properties of the product space,such as the limited integrability of the connected space and so on.

Key concepts: Product topology, Space (punctuation), Zero-dimensional space, Topology (electrical circuits), Product (mathematics), Connected space, Relation (database), Point (geometry)

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