Authentifiacation

Référence et coordonnées

Références

El alaoui

Fatima-zahrae

Professeur Habilité (ProH)

Maroc

Meknès

Université Moulay Ismail - Meknès . Faculté des Sciences - Meknès


Coordonnées

Faculté des Sciences de Meknès

fzelalaoui2011@yahoo.fr

Formation supérieure

Doctorat d’Etat

Théorie des systèmes et informatique

Faculté des Sciences de Meknès


Master

Théorie des systèmes et informatique

Faculté des Sciences de Meknès

2008


Langue

Arabe; Anglais; Français;

Domaines de compétence
Mathématiques appliquées et pures; Informatique
Production Scientifique et technologique

Article de périodique

#1
Boutoulout A., Bourray H., El Alaoui F.Z. . Regional boundary observablity for distributed semilinear parabolic systems. International journal of pure and applied , 2008.
#2
Boutoulout A., Bourray H., El Alaoui F.Z. . Regional Boundary Observability for semilinear systems : approach and simulations. International journal of mathematical analysis , 2010.
#3
El Alaoui F.Z, Zwart H., Boutoulout A. . Spectral conditions implied by observability. SIAM journal of control and optimization , 2011.
#4
Boutoulout A., Bourray H., El Alaoui F.Z. . Regional gradient observability for distributed semilinear parabolic systems. International Journal of Dynamical and Control Systems. , 2012.
#5
A. Boutoulout, H. Bourray, M. Baddi and F.Z El Alaoui . Regional Boundary Obser¡vability with Constraints. International Review of Automatic Control (Theory and Applications) , 2011.
#6
A. Boutoulout, H. Bourray, F.Z El Alaoui . Boundary flux reconstruction for semilinear parabolic systems: HUM Approach. International Review of Automatic Control (IREACO) , 2012.
#7
A. Boutoulout, H. Bourray, F.Z El Alaoui. . Boundary gradient observability for semilinear parabolic systems: Sectorial approach. International Journal Mathematical Sciences Letters , 2013.
#8
A. Boutoulout, H. Bourray, F.Z El Alaoui and S. Benhadid . Regional observability for distributed semilinear hyperbolic systems. International Journal of Control , 2014.
#9
A. Boutoulout, H. Bourray, F. Z. El Alaoui and L. Ezzahri . Constrained Controllability for Distributed Hyperbolic Systems. International Journal of Mathematical Sciences Letters , 2014.
#10
A. Boutoulout, H. Bourray, F.Z El Alaoui. . Regional boundary reconstruction for semilinear hyperbolic systems: Sectorial Approach. IMA Journal of Mathematical Control and Information , 2014.
#11
A. Boutoulout, H. Bourray, F.Z El Alaoui . Regional boundary observability for semilinear hyperbolic systems: HUM Approach. International Journal of Applied Mathematics & Information Sciences Letters , 2015.
#12
L. Ezzahri , A. Boutoulout , F. El Alaoui . Minimum energy input control problem on a constrained boundary subregion. International Review of Automatic Control (I.RE.A.CO.) , 2015.
#13
F. Z. El Alaoui , A. Boutoulout and L. Ezzahri . Boundary constrained controllability for hyperbolic systems. Journal of Information Sciences Letters , 2015.
#14
H. Zouiten, F. Z. El Alaoui and A. Boutoulout . Regional boundary observability with constraints: a numerical approach. International Review of Automatic Control (I.R.E.A.CO.) , 2015.
#15
Hayat Zouiten, Ali Boutoulout and Fatima Zahrae El Alaoui . Enlarged Gradient Observability for Distributed Parabolic Systems: HUM Approach. Intelligent Control and Automation 08(01):15-28 , 2017.
#16
Touria Karite, Ali Boutoulout and Fatima Zahrae El Alaoui . Regional Gradient Exact Enlarge Controllability of the Semilinear Heat Equation. General Letters in Mathematics Vol. 2, No. 2, pp.84-93 , 2017.
#17
Touria Karite, Ali Boutoulout and Fatima Zahrae El Alaoui . Some Numerical Results of Regional Boundary Controllability with Output Constraints. Chapter in book: Theory, Numerics and Applications of Hyperbolic Problems II, pp.111-122 , 2018.