Tristan Robert

Tristan Robert is a Lecturer at the University of Lorraine, Faculty of Science and Technology, within the IUT Nancy Charlemagne. He is affiliated with the Institut Élie Cartan de Lorraine (IECL) and the Partial Differential Equations research team.

His research centers on nonlinear dispersive partial differential equations, with emphasis on deterministic Cauchy theory, stability of solutions, invariant measures, and probabilistic well-posedness. He also investigates singular stochastic PDEs and their connections to Euclidean quantum field theory through probabilistic methods.

Analysis of his 2021-2025 publications reveals a concentrated focus on stochastic and deterministic dispersive PDEs, particularly Schrödinger and Ginzburg-Landau equations. His work demonstrates increasing use of probabilistic frameworks to address well-posedness and invariant measures in singular settings, with strong connections to quantum field theory applications.

Scientific Awards: None mentioned in source material.

Advising and Grants: No information provided regarding students, doctoral advisees, or research funding.

He operates within the Partial Differential Equations team at IECL, which collaborates with INRIA teams (SIMBA, SPHINX, PASTA) on projects spanning analysis, PDEs, geometry, probability, and statistics across the IECL research spectrum.