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Factorization in independent sums of Haar system Hardy spaces
We introduce a generalization of the Bourgain-Rosenthal-Schechtman $R_ω^p$ space: Let $Y$ be a Haar system Hardy space, i.e., a separable rearrangement-invariant function space on the unit interval or an associated Hardy space defined via the square function (such as dyadic $H^1$). Then we define $Y
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