| For a range of Hardy and Bergman spaces and sets of uniqueness we show that for any functional in the dual there exists a sequence of measures supported on K converging weak-* to the functional. In particular we consider H^2 of the right half plane and obtain a Carleman type formula for the continuous wavelet transform. |
Keywords
Hardy Spaces, Bergman Spaces, Sets of uniqueness, Wavelets
Math Review Classification
Primary 30H05
; Secondary 42C40
Last Updated
June 2002
Length
15 pages
Availability
This article is available in: