Projections on Random Euclidean Subspaces of Finite Dimensional Normed Spaces
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In this chapter we combine results from Chapters 4 and 14 to prove the existence of nicely complemented almost euclidean subspaces in a large class of normed spaces (Theorem 15.10 below). After some introductory results, we bring in 15.4 the general scheme of the proof.
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