Camille Labourie

Camille Labourie is an Associate Professor at the University of Lorraine's Faculty of Science and Technology, conducting research within the Institute Élie Cartan de Lorraine (IECL). Her academic work focuses on calculus of variations and geometric measure theory, specifically addressing the Plateau problem for soap films and the Griffith functional for brittle fracture mechanics in elastic materials.

Her primary research areas include calculus of variations, geometric measure theory, free discontinuity problems, the Plateau problem, and fracture mechanics. She examines the mathematical properties of variational problems that model physical discontinuities, with emphasis on existence, regularity, and structural characteristics of minimizers for functionals such as Griffith and Mumford-Shah.

Analysis of her recent publications (2020-2025) reveals a concentrated effort on free discontinuity problems, particularly the Griffith functional and Plateau problem. Her contributions span existence theorems, regularity theory for almost-minimizers, and dimensional analysis from two to higher dimensions, significantly advancing the field's understanding of variational problems with discontinuities.

Scientific awards: No awards, fellowships, or medals are currently listed in her academic profile.

Advising and grants: Details regarding graduate students supervised and research funding secured are not provided in the available information.

Laboratory and team affiliations: Labourie is an active member of the Partial Differential Equations research team at IECL, which collaborates with INRIA project teams SIMBA, SPHINX, and PASTA. These collaborations focus on mathematical modeling, scientific computing, and the analysis of partial differential equations.