# Search results for: A. Pełczyński

Positivity > 1998 > 2 > 4 > 339-367

*X*of L

_{p}=L

_{p}[0,1] into ℓ

_{ p }. First we show that if

*p*∉ 2N, then

*X*is isometrically isomorphic to a subspace of ℓ

_{ p }if and only if some, equivalently every, subspace of L

_{p}which contains the constant functions and which is isometrically isomorphic to

*X*, consists of functions having discrete distribution. In contrast, if...

Studia Mathematica > 1993 > 107 > 1 > 61-100

Studia Mathematica > 1970 > 38 > 1 > 467-483