Abstract: We characterize uniform rectifiability via density square functions, providing a square functions analogue of Preiss' theorem which characterizes rectifiability in terms of the existence of densities. We also discuss how density square functions of fractional homogeneity are related to Wolff potentials, answering a question of F. Nazarov
Thinking about UNT?
It's easy to apply online. Join us and discover why we're the choice of over 46,000 students.
Apply now