Very tight embeddings of subspaces of L-p, 1 <= p < 2, into l(p)(n)
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abstract
We prove that for 1 p < r < 2, every n-dimensional subspace E of Lr, in particular lrn, well-embeds into lpm for some m (1 + ) n, where "well" depends on p, r, and the arbitrary > 0, but not on n.