Banach Spaces with a Unique Unconditional Basis, up to Permutation
Jean Bourgain
Jan 1985 · American Mathematical Society: Memoirs of the American Mathematical Society Book 322 · American Mathematical Soc.
Ebook
111
Pages
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About this ebook
In the memoir we examine the question which Banach spaces have a unique unconditional basis, up to equivalence and permutation. We solve this question for some infinite direct sums of classical sequence spaces and for a Tsirelson type space. We also classify, up to isomorphism, all the complemented subspaces of some of the examples mentioned above.
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