Order convergence is not topological in infinite-dimensional vector lattices Full article
Journal |
Uzbek Mathematical Journal
ISSN: 2010-7269 |
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Output data | Year: 2020, Number: 1, Pages: 159--166 Pages count : DOI: 10.29229/uzmj.2020-1-15 | ||||||
Tags | vector lattice, o−convergence, uo−convergence, topological convergence, ru−convergence, uru−convergence, atomic vector lattice, ordered vector space | ||||||
Authors |
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Affiliations |
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Cite:
Dabboorasad Y.
, Emelyanov E.
, Marabeh M.
Order convergence is not topological in infinite-dimensional vector lattices
Uzbek Mathematical Journal. 2020. N1. P.159--166. DOI: 10.29229/uzmj.2020-1-15 OpenAlex
Order convergence is not topological in infinite-dimensional vector lattices
Uzbek Mathematical Journal. 2020. N1. P.159--166. DOI: 10.29229/uzmj.2020-1-15 OpenAlex
Identifiers:
OpenAlex: | W3019619422 |
Citing:
DB | Citing |
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OpenAlex | 14 |