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2001•Journal of Jiangxi Normal UniversityRequires access

The Product Theorem on Two σ-Paracompact Spaces

Fang Li

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Abstract

The following result is proved:Let X be a regular and suppose that Player I has a winning stages in G(DC,X).If both X and Y are σ paracompact,then X×Y is σ paracompact.For the σ sequence mesocompactness,the similar result holds also.

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What this paper is about

The following result is proved:Let X be a regular and suppose that Player I has a winning stages in G(DC,X).If both X and Y are σ paracompact,then X×Y is σ paracompact.For the σ sequence mesocompactness,the similar result holds also.

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Available abstract

The following result is proved:Let X be a regular and suppose that Player I has a winning stages in G(DC,X).If both X and Y are σ paracompact,then X×Y is σ paracompact.For the σ sequence mesocompactness,the similar result holds also.

Key concepts: Paracompact space, Product (mathematics), Sequence (biology), Mathematics, Combinatorics, Discrete mathematics, Geometry, Hausdorff space

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