Coarse Lipschitz embeddings of James spaces

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TitreCoarse Lipschitz embeddings of James spaces
Type de publicationJournal Article
Year of Publication2018
AuteursNetillard F.
JournalBULLETIN OF THE BELGIAN MATHEMATICAL SOCIETY-SIMON STEVIN
Volume25
Pagination71-84
Date PublishedAPR-JUN
Type of ArticleArticle
ISSN1370-1444
Mots-clésBanach spaces, coarse Lipschitz embeddings, James spaces
Résumé

We prove that, for 1 < p not equal q < infinity, there does not exist any coarse Lipschitz embedding between the two James spaces J(p) and J(q), and that, for 1 < p < q < infinity and 1 < r < infinity such that r is not an element of {p,q}, J(r) does not coarse Lipschitz embed into J(p) circle plus J(q).

DOI10.36045/bbms/1523412054