Rate My Professor Riikka Korte

Korte has published extensively in leading mathematical journals, contributing to areas such as Sobolev inequalities, Poincaré inequalities, functions of bounded variation, and regularity problems in metric spaces. Notable publications include "Lebesgue points and capacities via the boxing inequality in metric spaces" (2008, Indiana University Mathematics Journal, 83 citations), "The higher integrability of weak solutions of porous medium systems" (2019, Advances in Nonlinear Analysis, 54 citations), "Solving a Dirichlet problem on unbounded domains via a conformal transformation" (2024, Mathematische Annalen), "Sharp Hölder regularity of weak solutions of the Neumann problem and applications to nonlocal PDE in metric measure spaces" (2026, Journal of Differential Equations), and "Neumann problems for p-harmonic functions, and induced nonlocal operators in metric measure spaces" (2025, American Journal of Mathematics). She received the McKinsey Prize 2004 from McKinsey & Company, Finland, awarded in 2005. Korte has participated in academic service as a conference speaker, opponent in doctoral defenses, and organizer in mathematical events.