Abstract. In this note we study mappings f preserving harmonic measures<br>of boundary sets. We show that every homeomorphism f : D ! <br><br>between Greenian domains D and <br> in Rn, n 2, preserving harmonic<br>measures, is a harmonic morphism. We also study problems on conformality<br>of mappings preserving harmonic measures of some specic sets<br>on the boundaries of planar domains.
|Journal||Proceedings of the American Mathematical Society.|
|State||Published - May 1 2020|