Issues related to Rubio de Francia's Littlewood--Paley Inequality: A Survey
Abstract
Description
Rubio de Francia's Littlewood Paley inequality is an extension of the classical Littlewood Paley inequality to one that holds for a decomposition of frequency space into arbitrary disjoint intervals. We survey this inequality, its higher dimensional analogs, and the implications for multipliers.
43 pages, 43 references. Additional material and references added. A final polishing of the manuscript. To appear in NYJ Math
43 pages, 43 references. Additional material and references added. A final polishing of the manuscript. To appear in NYJ Math