"During the past two decades there has been active interplay between geometric measure theory and Fourier analysis. This book describes part of that development, concentrating on the relationship between the Fourier transform and Hausdorff dimension. The main topics concern appl…
"The central theme and motivation of this monograph is the development of analogs of Hardy's Theorem in settings that arise from noncommutative harmonic analysis. Specifically, the book is devoted in part to variations of the mathematical Uncertainty Principle - Hardy's Theorem …
A book dealing with several classes of Besov-Hardy-Sobolev function spaces on the Euclidean n-space and the n-torus. Periodic, weighted and anisotropic spaces are discussed, as well as spaces in which properties of dominating mixed smoothness predominate.
Fourier analysis and partial differential equations: proceedings of the International Conference on Fo…
by García-Cuerva, José, International Conference on Fourier Analysis and Partial Differential Equations, Miraflores, Sierra, International Conference on Fourier Analysis and Partial Differential Equations, Miraflores de la Sierra)
fromStudies in advanced mathematics