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bn:25915233n
Noun Concept
Categories: Functional analysis
EN
countably quasi-barrelled space  countably quasi-barrelled  Countably quasibarrelled  countably quasibarrelled space  σ-quasi-barrelled space
EN
In functional analysis, a topological vector space is said to be countably quasi-barrelled if every strongly bounded countable union of equicontinuous subsets of its continuous dual space is again equicontinuous. Wikipedia
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EN
In functional analysis, a topological vector space is said to be countably quasi-barrelled if every strongly bounded countable union of equicontinuous subsets of its continuous dual space is again equicontinuous. Wikipedia
IS A
topological vector space
Wikipedia
EN
countably quasi-barrelled space
Wikidata
EN
Countably quasi-barrelled space
Wikipedia Redirections
EN
countably quasi-barrelled, Countably quasibarrelled, countably quasibarrelled space, σ-quasi-barrelled space

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