一致空间与一致连续映射的余数性质

B. Kanetov, U. A. Saktanov, D. Kanetova
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引用次数: 7

摘要

在一致空间和一致连续映射理论中,研究一致空间和一致连续映射的余数是一个有趣的问题。本文研究了一致空间和一致连续映射的余数性质。特别地,建立了一致空间余数的完备性、τ有界性和紧性,以及一致连续映射余数的一致完备性。在一致空间和一致连续映射理论中,研究一致空间和一致连续映射的余数是一个有趣的问题。本文研究了一致空间和一致连续映射的余数性质。特别地,建立了一致空间余数的完备性、τ有界性和紧性,以及一致连续映射余数的一致完备性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Some remainders properties of uniform spaces and uniformly continuous mappings
In the theory of uniform spaces and uniformly continuous mappings one of the interesting questions is the study of remainders of uniform spaces and uniformly continuous mappings. In this work we study some remainders properties of uniform spaces and uniformly continuous mappings. In particular, it is established the completeness, τ-boundedness and compactness of remainders of uniform spaces, as well as the uniform perfectness of remainders of uniformly continuous mappings.In the theory of uniform spaces and uniformly continuous mappings one of the interesting questions is the study of remainders of uniform spaces and uniformly continuous mappings. In this work we study some remainders properties of uniform spaces and uniformly continuous mappings. In particular, it is established the completeness, τ-boundedness and compactness of remainders of uniform spaces, as well as the uniform perfectness of remainders of uniformly continuous mappings.
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