4 problems
Matching
Let with and let . For the dyadic collection and the postorder rearrangement operator , write…
Let be a shift, and set for the associated Semenov counting quantity. A sequence is called decomposable when it satisfies the hypothesis of Definition 1…
Let be a rearrangement of the dyadic intervals, and write for subcollections of the dyadic intervals. Suppose there is a constant such that, for every…
Let be the scalar-valued rearrangement operator associated with a rearrangement of the dyadic Haar system, and let denote the Bochner space of -valued functions. Ass…