Abstract
This thesis presents some results in the newly developed field of infinite dimensional asymptotic structure of Banach spaces. The concept of infinite dimensional asymptotic structure lies between local structure (finite dimensional subspaces) and global structure (infinite dimensional subspaces). The thesis studies finite vector sequences of increasing complexity in an attempt to gradually conduct local information into stronger contexts, sometime even an infinite dimensional context. Show more
Publication status
publishedExternal links
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Contributors
Examiner: Milman, Vitali
Publisher
Tel Aviv UniversityOrganisational unit
09591 - Wagner, Roy / Wagner, Roy
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ETH Bibliography
no
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