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Augusto P. Ponce is a professor at Université catholique de Louvain, where he has been teaching since 2015. His research is primarily focused on Sobolev maps and their values in manifolds, distinguishing types of topological and analytical singularities through approximation methods. He investigates nonlinear partial differential equations in connection with measure theory, aiming to uncover the existence or nonexistence of solutions and their unique continuation properties, especially regarding the Thomas-Fermi and Chern-Simons models. Additionally, Ponce works on nonlocal problems, trying to relate them with local issues. He has authored and co-authored several significant publications in these areas, contributing to advancements in the understanding of mathematical analysis and its applications.
Université catholique de Louvain • Louvain-la-Neuve, Belgium
Currently teaching and researching mathematical theories and applications.
Université catholique de Louvain • Louvain-la-Neuve, Belgium
Delivered courses in various mathematics subjects.
Université François Rabelais • Tours, France
Engaged in teaching and research activities.
Institute for Advanced Study • Princeton, NJ, USA
Participated in advanced research initiatives.
Programs in the Louvain School of Engineering (EPL) are primarily taught in English. This requirement profile applies to the majority of Master [120] engineering tracks including Mechanical, Civil, and Computer Science.