Copies of $l_p^n$'s uniformly in the spaces $\Pi_2( C[ 0,1] ,X) $ and $\Pi_1(C[ 0,1],X) $ (Q5270982)
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scientific article; zbMATH DE number 6738531
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Copies of $l_p^n$'s uniformly in the spaces $\Pi_2( C[ 0,1] ,X) $ and $\Pi_1(C[ 0,1],X) $ |
scientific article; zbMATH DE number 6738531 |
Statements
Copies of $l_p^n$'s uniformly in the spaces $\Pi_2( C[ 0,1] ,X) $ and $\Pi_1(C[ 0,1],X) $ (English)
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3 July 2017
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\(p\)-summing linear operators
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copies of \(l_p^n\)'s uniformly
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local structure of a Banach space
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multiplication operator
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average
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