On the Convergence of Linear Switched Systems. - Ulysse Serres; Jean-Claude Vivalda; Pierre Riedinger (IEEE Trans. Autom. Control., 2011)

Observability necessary conditions for the existence of observers. - Vincent Andrieu; Gildas Besançon; Ulysse Serres (CDC, 2013)

How pilots fly: An inverse optimal control problem approach. - Thibault Maillot; Ulysse Serres; Jean-Paul Gauthier; Alain Ajami (CDC, 2013)

Time minimum synthesis for a kinematic drone model. - Marc-Aurele Lagache; Ulysse Serres; Vincent Andrieu (CDC, 2015)

Self-triggered continuous-discrete observer with updated sampling period. - Vincent Andrieu; Madiha Nadri; Ulysse Serres; Jean-Claude Vivalda (Autom., 2015)

Continuous-Discrete Time Observer Design for Lipschitz Systems With Sampled Measurements. - Thach Ngoc Dinh; Vincent Andrieu; Madiha Nadri Wolf; Ulysse Serres (IEEE Trans. Autom. Control., 2015)

Output stabilization at unobservable points: Analysis via an example. - Marc-Aurele Lagache; Ulysse Serres; Jean-Paul Gauthier (CCA, 2016)

Exact output stabilization at unobservable points: Analysis via an example. - Marc-Aurele Lagache; Ulysse Serres; Jean-Paul Gauthier (CDC, 2017)

Event-Triggered Output Feedback Stabilization via Dynamic High-Gain Scaling. - Johan Peralez; Vincent Andrieu; Madiha Nadri; Ulysse Serres (IEEE Trans. Autom. Control., 2018)

Luenberger observers for discrete-time nonlinear systems. - Lucas Brivadis; Vincent Andrieu; Ulysse Serres (CDC, 2019)

From local to global asymptotic stabilizability for weakly contractive control systems. - Lucas Brivadis; Ludovic Sacchelli; Vincent Andrieu; Jean-Paul Gauthier; Ulysse Serres (Autom., 2021)

Luenberger Observers for Infinite-Dimensional Systems, Back and Forth Nudging, and Application to a Crystallization Process. - Lucas Brivadis; Vincent Andrieu; Ulysse Serres; Jean-Paul Gauthier (SIAM J. Control. Optim., 2021)

Avoiding Observability Singularities in Output Feedback Bilinear Systems. - Lucas Brivadis; Jean-Paul Gauthier; Ludovic Sacchelli; Ulysse Serres (SIAM J. Control. Optim., 2021)

LMI Conditions for $k- text{contraction}$ Analysis: A Step Towards Design. - Samuele Zoboli; Andreu Cecilia; Ulysse Serres; Daniele Astolfi; Vincent Andrieu (CDC, 2023)

Generalized Lyapunov conditions for k-contraction: analysis and feedback design. - Andreu Cecilia; Samuele Zoboli; Daniele Astolfi; Ulysse Serres; Vincent Andrieu (CoRR, 2023)

Further remarks on KKL observers. - Lucas Brivadis; Vincent Andrieu; Pauline Bernard; Ulysse Serres (Syst. Control. Lett., 2023)

Output Feedback Stabilization of Polynomial State-Affine Control Systems Using Control Templates. - Ludovic Sacchelli; Lucas Brivadis; Ulysse Serres; Itaï Ben Yaacov (IEEE Control. Syst. Lett., 2024)

Exponential stabilizability and observability at the target imply semiglobal exponential stabilizability by templated output feedback. - Vincent Andrieu; Lucas Brivadis; Jean-Paul Gauthier; Ludovic Sacchelli; Ulysse Serres (Syst. Control. Lett., 2025)