The Cédric Laboratory

The Center for Studies and Research in Computer Science and Communication (CEDRIC) brings together research activities in digital sciences carried out at the National Conservatory of Arts and Crafts (Cnam). The permanent researchers of CEDRIC are also all teachers of computer science, applied mathematics or electronics. The laboratory conducts basic and applied research. Cédric maintains…

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View All…Important Note

Two Europeans projects accepted: AI@EDGE and Polifonia

We are happy to announce two new H2020 European projects have been accepted: AI@EDGE and Polifonia. AI@EDGE ( ROC teams) will work toward the design and experimentation of a novel Connect-Compute Fabric for edge computing services leveraging on artificial intelligence. Coordinated by the University of Bologna, Polifonia ( Vertigo team) implements a digital ecosystem for European Musical […]


View All…New Publications

  1. Li, J.; Wang, Z.; Raissi, T. and Shen, Yi Unknown Input Observer Design for Linear Parameter-Varying Systems in a Bounded Error Context. In IEEE Transactions on Automatic Control: 1-1, 2021. doi  www 
  2. Bouquet, V.; Delbot, F. c. and Picouleau, C. On the vertices belonging to all, some, none minimum dominating set. In Discrete Applied Mathematics, 288: 9-19, 2021. doi  www 
  3. Wang, S.; Duo, W.; Guo, X.; Jiang, X.; You, D.; Barkaoui, K. and Zhou, M. Computation of an emptiable minimal siphon in a subclass of petri nets using mixed-integer programming. In IEEE/CAA Journal of Automatica Sinica: 1-8, 2021. doi  www 
  4. Reis De Souza, A.; Efimov, D.; Raissi, T. and Ping, X. Robust Output Feedback MPC: An Interval-Observer Approach. In Proc. IEEE CDC 2020, Jeju Island, South Korea, 2020. www 
  5. Dkhil, M.; Dinh, T. N.; Wang, Z.; Raissi, T. and Amairi, M. Interval estimation for discrete-time switched linear systems based on $L_infty$ observer and ellipsoid analysis. In 59th IEEE Conference on Decision and Control, Jeju Island, South Korea, 2020. www