Abstract
This is a survey on reverse Carleson measures for various Hilbert spaces of analytic functions. These spaces include the Hardy, Bergman, certain harmonically weighted Dirichlet, Paley-Wiener, Fock, model (backward shift invariant), and de Branges-Rovnyak spaces. The reverse Carleson measure for backward shift invariant subspaces in the non-Hilbert situation is new.
Document Type
Conference Proceeding
Publication Date
2015
Publisher Statement
Copyright © 2015 Theta Foundation. This conference proceeding first appeared in Proceedings of the conference on Harmonic Analysis, Function Theory, Operator Theory and Applications (2015), 1-33.
Please note that downloads of the conference proceedings are for private/personal use only.
Recommended Citation
Fricain, Emmanuel, Andreas Hartmann, and William T. Ross. "A survey on reverse Carleson measures," 1-33. Proceedings of the conference on Harmonic Analysis, Function Theory, Operator Theory and Applications, Université de Bordeaux, Talence, France. Theta Foundation, 2015.