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Thesis

Some problems in Banach space theory

Abstract:

Types were introduced by Krivine and Maurey, in a refinement of a result by Aldous showing that infinite dimensional subspaces of Lr contain Ωp for some 1≤pꝏ) . A synthesis of these ideas was provided by Garling whose representation of types as random measures was the motivation for much of this work. This thesis aims to investigate the structure of the representation, and to provide concrete representations for differing Banach spaces.

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Institution:
University of Oxford
Department:
Mathematical and Physical Sciences Division
Role:
Author

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Role:
Supervisor
Role:
Supervisor
Publication date:
1988
Type of award:
DPhil
Level of award:
Doctoral
Awarding institution:
University of Oxford
Barcode:
602835276
URN:
uuid:36289504-6d9f-42e4-af95-ef3abb8a8fa2
Local pid:
td:602835276
Language:
English
Subjects:

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