2015
DOI: 10.1093/qmath/hav031
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Postorder Rearrangement Operators

Abstract: Abstract. We investigate the rearrangement of the Haar system induced by the postorder on the set of dyadic intervals in [0, 1] with length greater than or equal to 2 −N . By means of operator norms on BMO N we prove that the postorder has maximal distance to the usual lexicographic order.

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