Volume 9, Issue 2 (9-2023)
mmr 2023, 9(2): 31-42 |
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Soleymanpour G, Janfada A S, Asadi M. Countable-complement manifolds. mmr 2023; 9 (2) :31-42
URL: http://mmr.khu.ac.ir/article-1-3179-en.html
URL: http://mmr.khu.ac.ir/article-1-3179-en.html
1- Urmia University
2- Urmia University ,asjanfada@gmail.com
2- Urmia University ,
Abstract: (896 Views)
In this article, the Zariski topology is extended as the Zariski-countable topology. This imposes a new kind of manifolds using the countable-complement topology that the algebraic varieties are the analytic case of them. The advantage of this work is to convert any non-countable field to a topological field by Zariski-countable topology. This conversion is not possible by the usual Zariski topology.
Type of Study: Other |
Subject:
Mat
Received: 2021/03/7 | Revised: 2024/06/24 | Accepted: 2021/08/31 | Published: 2023/12/3 | ePublished: 2023/12/3
Received: 2021/03/7 | Revised: 2024/06/24 | Accepted: 2021/08/31 | Published: 2023/12/3 | ePublished: 2023/12/3
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