Carleson measures for weighted holomorphic Besov spaces in C^n
classification
🧮 math.CV
keywords
besovholomorphicmeasuresspacesweightedballborelcarleson
read the original abstract
We obtain characterizations of positive Borel measures $\mu$ on $\B^n$ so that some weighted holomorphic Besov spaces $B_s^p(w)$ are imbedded in $L^p(d\mu)$, where $w$ is a $B_p$ weight in the unit ball of $\C^n$.
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