Rate My Professor Tatiana Toro

Toro's research centers on the regularity of free boundaries, minimal surfaces, harmonic measure, and the geometry of measures, with applications to elliptic partial differential equations. Her influential publications include 'The two-phase problem for harmonic measure in VMO and the chord-arc condition' (2022, with Xavier Tolsa), 'Divergence form operators in Reifenberg flat domains' (2008, with Emmanouil Milakis), and contributions to uniform rectifiability and elliptic operators. She has authored over 50 papers, significantly impacting the field through advancements in potential theory and free boundary problems. Toro's excellence is recognized by major awards such as the Guggenheim Fellowship (2015), Simons Fellowship (2019), Blackwell–Tapia Prize (2020), Fellowship of the American Mathematical Society (2017), Fellowship of the American Academy of Arts and Sciences (2020), AWM/MAA Falconer Lecturer (2023), and the Solomon Lefschetz Medal (2025). She delivered an invited address at the International Congress of Mathematicians in 2010 and holds editorial roles and committee positions in prominent mathematical organizations.