Davi Maximo

Davi Maximo is an Assistant Professor of Mathematics at the University of Pennsylvania, affiliated with the Department of Mathematics. His research focuses on nonlinear methods in differential geometry, partial differential equations, and geometric topology. He can be contacted via email at dmaxim@math.upenn.edu or through his website at https://www.math.upenn.edu/people/davi-maximo. His profile highlights his research interests and academic affiliation within the university.

Davi Maximo is a researcher at the University of Pennsylvania, focusing on geometric analysis and differential geometry. His work explores the topology and index of minimal surfaces, properties of minimal hypersurfaces with bounded index, and the behavior of Ricci flow in four-dimensional manifolds. He investigates the interplay between curvature, topology, and geometric structures in three- and four-dimensional spaces, including convex three-manifolds and positive scalar curvature. His research also addresses the stability of convex spheres, the Morse index of minimal surfaces, and the relationship between Ricci curvature and minimal hypersurfaces. Maximo's contributions span both theoretical and applied aspects of geometric analysis.