The finite-dimensional P λ spaces with small λ

M. Zippin

doi:10.1007/BF02761680

The finite-dimensional P_λ spaces with small λ

M. Zippin^*

^*Corresponding author for this work

Einstein Institute of Mathematics

Research output: Contribution to journal › Article › peer-review

12 Scopus citations

Abstract

It is proved that there is a positive function Φ(∈) defined for sufficiently small ∈>0 such that lim_∈→0 Φ(∈)=0 and for every integer k and every k-dimensional P_1+∈ space E, d(E, l_∞^k )<1+Φ(∈).

Original language	English
Pages (from-to)	359-364
Number of pages	6
Journal	Israel Journal of Mathematics
Volume	39
Issue number	4
DOIs	https://doi.org/10.1007/BF02761680
State	Published - Dec 1981

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10.1007/BF02761680

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abstract = "It is proved that there is a positive function Φ(∈) defined for sufficiently small ∈>0 such that lim∈→0 Φ(∈)=0 and for every integer k and every k-dimensional P 1+∈ space E, d(E, l ∞ k )<1+Φ(∈).",

author = "M. Zippin",

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AB - It is proved that there is a positive function Φ(∈) defined for sufficiently small ∈>0 such that lim∈→0 Φ(∈)=0 and for every integer k and every k-dimensional P 1+∈ space E, d(E, l ∞ k )<1+Φ(∈).

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The finite-dimensional P_λ spaces with small λ

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Correction to "the finite-dimensional P_λ spaces with small λ"

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The finite-dimensional P λ spaces with small λ

Abstract

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Related research output

Correction to "the finite-dimensional P λ spaces with small λ"

Cite this

The finite-dimensional P_λ spaces with small λ

Correction to "the finite-dimensional P_λ spaces with small λ"