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Inner multipliers, similarity and invariant subspaces for a class of Harmonically weighted Dirichlet spaces
We consider the harmonically weighted Dirichlet spaces $D(μ)$ induced by Borel measures which are mutually absolutely continuous with respect to the Lebesgue measure $m$ on the unit circle $\mathbb T$. Let $H^2$ and $D$ denote the Hardy space and the Dirichlet space on the unit disc $\mathbb D$, res
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