If $ν(z)=|1+z|^ β dμ(z)$, $β\in \!\ R^-$. How to show that $ν(z)$ is Carleson?
I know that $ν$ is Carleson measure if $ν(Q_I)\leqq \!\ c.I$
But how to apply this?
If $ν(z)=|1+z|^ β dμ(z)$, $β\in \!\ R^-$. How to show that $ν(z)$ is Carleson?
I know that $ν$ is Carleson measure if $ν(Q_I)\leqq \!\ c.I$
But how to apply this?
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