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Event-triggered Control
Control laws that act only when the system actually needs them, saving bandwidth, energy and computation without sacrificing stability.
ExplorePostdoctoral Researcher · Control of PDEs
Taming infinite-dimensional systems, one PDE at a time.
I design control laws that stabilize systems governed by partial differential equations, when the signals arrive late, when the measurements are coarse, and when the communication channel is limited. From Benin to France and Greece, my work lives at the meeting point of nonlinear analysis, distributed-parameter systems, and event-triggered control.
ERC C-NORA Fellow
Technical University of Crete
L2S · CentraleSupélec, from Oct 2026
Previously
LAAS-CNRS
Université Toulouse III – Paul Sabatier
IMSP
Research focus
Three threads, one question.
How do we control a system that lives in an infinite-dimensional state space, with imperfect sensing, finite bandwidth, and unavoidable delays?
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PDE Boundary Control
Stabilising wave, reaction–diffusion, Schrödinger and hyperbolic systems by acting only at the boundary, through backstepping, Lyapunov analysis and observer design.
Explore03
Delay & Quantization
Predictor feedback and switched-control architectures that compensate input delay and the unavoidable coarseness of digital sensing and actuation.
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