PREDUAL NORMS OF SOME HOLOMORPHIC FUNCTION SPACES
In this paper, we prove that the isoperimetric inequality for the open unit disk can be split and improved via three predual norms of a conformally invariant space For a positive measure on the unit disk, we give a necessary and sufficient condition to be a K-Carleson measure. A predual for -spaces is given in terms of this condition.
predual spaces, Carleson measure, -space, -space.
