معرفی
Jeremy Dehaye is a researcher at the University of Namur specializing in control systems and mathematical modeling. His work primarily focuses on boundary control of distributed parameter systems and optimal control theory, with significant contributions to the understanding of Yosida-type approximations in infinite-dimensional systems.
His main research interests include:
- Control Systems
- Optimal Control
- Distributed Parameter Systems
- Boundary Control
- Spectral Factorization
- Mathematical Modeling
Dehaye's research output demonstrates a consistent focus on theoretical aspects of boundary control systems, particularly examining approximation methods for observation and control in infinite-dimensional settings. His work bridges advanced mathematical theory with practical engineering applications, showing particular expertise in spectral factorization techniques and LQ-optimal control frameworks.
Throughout his career, Dehaye has maintained an active research profile with an h-index of 12. He has participated in numerous specialized conferences and workshops, including the IFAC Workshop on Control of Distributed Parameters Systems (2013) and the DYSCO Study Days (2012-2013). His international collaboration is evidenced by his research visit to Gipsa-lab in France in 2013.
Dehaye's academic journey includes a Doctor of Sciences degree awarded in 2015 for his thesis on LQ-optimal boundary control of infinite-dimensional linear systems, supervised by Winkin, J., and a Master in Mathematics completed in 2009 focusing on spectral factorization methods in distributed parameter systems.
