Publications

@misc{KarimChabirHDR2019,

title = {Sur les Syst\`{e}mes Cyber-Physiques : Mod\'{e}lisation, Filtrage et Commande Tol\'{e}rante aux D\'{e}fauts},

author = {Karim CHBIR},

url = {https://macs.tn/macs/wp-content/uploads/2020/04/HDR-Karim-Chabir-Nancy-2019.pdf},

year  = {2019},

date = {2019-12-20},

address = {ENIG},

school = {universit\'{e} de Lorraine},

note = {HDR, HU},

keywords = {HU},

pubstate = {published},

tppubtype = {misc}

}

@misc{HU-ADEL,

title = {Contributionsau diagnostic et \`{a} la commande tol\'{e}rante aux d\'{e}fauts de syst\`{e}mes complexes.},

author = {Tellili Adel},

url = {https://macs.tn/macs/wp-content/uploads/2020/01/HU-Adel-Telllili.pdf},

year  = {2018},

date = {2018-05-05},

keywords = {HU},

pubstate = {published},

tppubtype = {misc}

}

@misc{HU-AMAIRI,

title = {Contributions \`{a} l’identification et \`{a} la commande des syst\`{e}mes incertains.},

author = {AMAIRI Messaoud},

url = {https://macs.tn/macs/wp-content/uploads/2018/11/HU-AMIRA-725x1024.png},

year  = {2017},

date = {2017-04-13},

abstract = {This report presents our research activities on the factional differentiation and 

set-membership methods for the identification, the control and the prognosis of 

systems. The first original work concerns the analysis of fractional elementary 

systems and their characteristics. Next, we have proposed new methods for robust 

fractional PID controller design and new closed-loop identification algorithms for 

fractional systems. In the bounded error context, we have developed ellipsoidal 

identification methods to obtain the set of all feasible parameters. In this same 

context, we have presented a new methodology based on observers intervals and 

singularly perturbed models for system prognosis. All these original works have 

been validated by numerical examples. 

Keywords : Fractional differentiation, simulation, stability, identification, 

uncertainty, robustness, control, non-integer PID, set-membership estimation, 

interval observer, prognosis.},

keywords = {HU},

pubstate = {published},

tppubtype = {misc}

}