Author:
Abrahamsen Trond A.,Leraand Aleksander,Martiny André,Nygaard Olav
Abstract
Abstract
We show that Müntz spaces, as subspaces of C[0, 1], contain asymptotically isometric copies of c0 and that their dual spaces are octahedral.
Reference11 articles.
1. norms and convex combination of slices in spaces;Becerra Guerrero;Funct Anal,2014
2. Topics in Space Theory Graduate Texts in;Albiac;Math,2006
3. Dual spaces which contain an isometric copy ofL Polish;Dilworth;Acad Sci Math,2000
4. Uniformly non square spaces of;James;Ann Math,1964
5. dual characterization of the existence of small combination of slices;Deville;Austr Math Soc,1988
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