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On representations of permutations groups as isometry groups of n-semimetric spaces
2019We prove that every finite permutation group can be represented as the isometry group of some n-semimetric space. We show that if a finite permutation group can be realized as the isometry group of some n-semimetric space then this permutation group can be represented as the isometry group of some (n+1)-semimetric space.
Gerdiy, O., Oliynyk, B.
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On characterizations and topology of regular semimetric spaces
Publicationes Mathematicae Debrecen, 2018Katarzyna Chrzaszcz +2 more
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Proceedings of the 29th ACM SIGKDD Conference on Knowledge Discovery and Data Mining, 2023
Huaqing Shao, Lanjun Wang, Junchi Yan
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Huaqing Shao, Lanjun Wang, Junchi Yan
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SEMIMETRIC SPACES IN GENERAL RELATIVITY (On Hawking-King-McCarthy's path topology)
Russian Mathematical Surveys, 1980Domiaty, R. Z., Laback, O.
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On the solubility of equations in partially ordered sets and semimetric spaces
Russian Mathematical Surveys, 1989openaire +1 more source

