Skipped Blocking and other Decompositions in Banach spaces

Details Skipped Blocking and other Decompositions in Banach spaces Skipped Blocking and other Decompositions in Banach spaces

2004-07-31

arxiv.org/abs/math/0408004v2

Mathematics

Functional Analysis

11 pages, 0 figures

Scientific paper

Necessary and sufficient conditions are given for when a sequence of finite dimensional subspaces (X_n) can be blocked to be a skipped blocking decompositon (SBD). These are very similar to known results about blocking of biorthogonal sequences. A separable space $X$ has PCP, if and only if, every norming decomposition (X_n) can be blocked to be a boundedly complete SBD. Every boundedly complete SBD is a JT-decomposition.

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