2021AIP conference proceedingsRequires access

On strongly uniformly paracompact spaces and mappings

Meerim Zhanakunova, Бекболот Канетов

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Abstract

In this article we study strongly uniformly R-paracompact space and strongly uniformly R-paracompact mappings. In particular, the characterizations of strongly uniformly R-paracompact spaces by using Hausdorff compact extensions and finite additive coverings are obtained.

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What this paper is about

In this article we study strongly uniformly R-paracompact space and strongly uniformly R-paracompact mappings. In particular, the characterizations of strongly uniformly R-paracompact spaces by using Hausdorff compact extensions and finite additive coverings are obtained.

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Available abstract

In this article we study strongly uniformly R-paracompact space and strongly uniformly R-paracompact mappings. In particular, the characterizations of strongly uniformly R-paracompact spaces by using Hausdorff compact extensions and finite additive coverings are obtained.

Key concepts: Paracompact space, Hausdorff space, Mathematics, Pure mathematics, Space (punctuation), Discrete mathematics, Computer science, Operating system

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