Averaged derivatives characterize Hardy spaces H^p for quasiregular mappings of finite multiplicity and relate them to BMO spaces and Carleson measures on the ball.
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Hardy spaces and quasiregular mappings: averaged derivatives and the $\mathbb{BMO}$ case
Averaged derivatives characterize Hardy spaces H^p for quasiregular mappings of finite multiplicity and relate them to BMO spaces and Carleson measures on the ball.