On spreading $c_0$-sequences in Banach spaces

doi:https://doi.org/10.4064/sm-135-1-83-102

Open AccessArticle10.4064/sm-135-1-83-102

On spreading $c_0$-sequences in Banach spaces

Vassiliki Farmaki-1999-01-01-Studia Mathematica

TL;DRAbstract

We introduce and study the spreading-(s) and the spreading-(u) property of a Banach space and their relations. A space has the spreading-(s) property if every normalized weakly null sequence has a subsequence with a spreading model equivalent to the usual

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We introduce and study the spreading-(s) and the spreading-(u) property of a Banach space and their relations. A space has the spreading-(s) property if every normalized weakly null sequence has a subsequence with a spreading model equivalent to the usual

Keywords

SubsequenceMathematicsBanach spaceSequence (biology)Property (philosophy)Space (punctuation)Pure mathematicsSequence space

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