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Haar System Permutations and BMO Isomorphisms by alepapadop is a document available to read on EtoBox.

What is Haar System Permutations and BMO Isomorphisms about?

The document investigates permutations acting on the Haar system and provides necessary and sufficient conditions for these permutations to induce isomorphisms on dyadic BMO and Lipschitz spaces. It presents theorems that characterize boundedness of operators induced by permutations and discusses the Carleson condition for collections of dyadic intervals. The results include proofs and extensions of existing results in the field, demonstrating the complexity of the relationships between the permutations and

Author

alepapadop

Language

EN