David Beltran, Universitat de Valencia, Burjassot, Spain, Joris Roos, University of Massachusetts Lowell, Massachusetts, and Andreas Seeger, University of Wisconsin-Madison, Wisconsin.
Request Academic Copy
Please copy the ISBN for submitting review copy form
Description
1. Introduction 2. Necessary Conditions 3. Single scale sparse domination 4. Proof of the main result 5. Maximal operators, square functions and long variations 6. Fourier multipliers 7. Sample applications A. Facts about sparse domination B. Sparse domination: Cases where $p=1$ or $q=\infty $ C. Facts about fourier multipliers