Amelie Justine Loher

Amelie Justine Loher is a Research Fellow at the Mathematical Institute, University of Oxford, within the Department of Mathematics. She holds an Affiliate Researcher status and is affiliated with the Oxford Centre for Nonlinear PDE. Her research interests are not explicitly detailed in the provided information. Loher's profile page indicates her academic background, including BSc, MSc, and PhD degrees. She is based at the Andrew Wiles Building, Radcliffe Observatory Quarter, University of Oxford.

Amélie Loher is a researcher at the University of Oxford, specializing in kinetic equations and regularity theory. Her work focuses on the mathematical analysis of kinetic equations, particularly the Landau–Coulomb equation and the Boltzmann equation, with an emphasis on global well-posedness, regularity estimates, and hypoelliptic equations. She has also explored the semi-local behavior of non-local hypoelliptic equations and developed quantitative Schauder estimates. Loher's research includes contributions to the study of long-range interactions in kinetic equations and the application of De Giorgi methods to non-local operators. Her work bridges pure mathematics and applied physics, with applications in molecular engineering and materials science.