Fernandéz and Pestana proved that the Hausdorff content of a set E ⊆ ∂D is bounded by the content of its preimage under any inner function fixing the origin. We extend this result to inner functions whose fixed points lie on the boundary of the disc. Joint work with Artur Nicolau and Odí Soler.
Date: 31 OCTOBER 2018 from 14:00 to 15:00
Type: Seminars