Quentin Rebjock

Quentin Rebjock is a Doctoral Assistant at the Chair of Continuous Optimization (OPTIM) within the Department of Mathematics (MATH) at École Polytechnique Fédérale de Lausanne (EPFL). His work focuses on optimization theory and applications, including trust-region methods, nonlinear systems, and numerical analysis. He is affiliated with the School of Basic Sciences (SB) and contributes to cutting-edge research in continuous optimization. Recent publications explore topics such as fast convergence in non-isolated minima, bounded-rank matrix optimization, and synchronization dynamics on geometric manifolds. His research bridges theoretical foundations with practical algorithmic development.

• Office: MA C2 637, EPFL Station 8, 1015 Lausanne
• Contact: +41 21 693 87 39

Rebjock’s doctoral studies are within the Doctoral Program in Computer and Communication Sciences (EDIC), supervised by the OPTIM lab. His work emphasizes interdisciplinary approaches, combining mathematical rigor with computational efficiency.