Bartosz Trojan

Bartosz Trojan is an affiliated (adjunct) professor at the Unité de Mathématiques Pures et Appliquées (UMPA) at École Normale Supérieure de Lyon (ENS de Lyon), collaborating with the IHRIM Laboratory during specific visits (2023–2026). His primary affiliation is as a scholar at the Institute of Mathematics of the Sciences Academy of Poland. He specializes in harmonic analysis, particularly its intersections with probability theory and group theory, focusing on structures like Riemannian symmetric spaces, affine buildings, and solvable groups.

His research aligns with ENS de Lyon's 'Geometry, Groups and Dynamics,' 'Probability,' and 'Analysis and Modeling' teams. Key collaborative projects with Bertrand Remy include:

• Littlewood-Paley Theory on Affine Buildings: Extending real-analysis techniques to non-Archimedean algebraic groups via harmonic analysis on affine building boundaries.
• Quantum Unique Ergodicity in Non-Archimedean Settings: Investigating equidistribution of eigenfunctions in non-Archimedean affine buildings, linking mathematical physics and dynamical systems.

No specific awards, grants, or lab affiliations are mentioned in the text.