1 ىلع عقوملا- Google Scholar
https://scholar.google.com/citations?user=sdKekAYAAAAJ&hl=en 2 - :ثاحبلاا ةمئاق
1. M. Ould Sidi S. A. Beinane, "Gradient optimal control problems for a class of infinite dimensional systems", Nonlinear Dynamics and Systems Theory, 20 (3), (2020), 316–326.
2. Sid Ould Beinane "Polynomially- A -Normal Operators in Semi- Hilbert Spaces", Jouf University Science and Engineering Journal 2020; 7(1): 18- 25.
3. Ould Beinane Sid Ahmed and Ould Ahmed Mahmoud Sid Ahmed : On the class of n-power D-m-quasinormal operator on Hilbert Spaces. Operators and Matrices.Volume 14, Number 1 (2020), 159–174.
4. Sid Ahmed Beinane, S. J.Hamidou and Sid Ahmed Ould Ahmed Mahmoud,
\psi(m,q)-isometric mappings in metric spaces. Australian Journal of Mathematical Analysis and Applications (April 2020) (paper in press).
5. S. El Mohammadi Sid Ahmed O. Beinane and Sid Ahmed O.Ahmed Mahmoud.(n,m)-A-normal and (n,m)-A-quasinormal operators in Semi-Hilbertian spaces. Mathematica Bohimica (2020) (paper in press).
6. Ould Ahmed Mahmoud Sid Ahmed and Ould B. Sid Ahmed, "On the classes of (n, m)-power D-normal and (n, m)-D-quasi-normal operators". Operators and Matrices.Volume 13,Number 3 , 705-732.
7. M. Ould Sidi S. A. Beinane, Regional gradient optimal control problem governed by a distributed bilinear systems, TELKOMNIKA, 17(4), 2019, 1957-1965.
8. M. Ould Sidi S. A. Beinane, “Regional quadratic problem for distributed bilinear systems with bounded controls”, International Journal of Pure and Applied Mathematics, Vol. 90(4), 2014, 447-464.
9. Ould Beinane, S., Kamal, A., Boutoulout, A. Regional gradient controllability of semi-linear parabolic systems 2013 International Review of Automatic Control 6(5), pp. 641-653.
10. Asmae Kamal, Ali Boutoulout, Sidi Ahmed Ould Beinane Regional Controllability of Semi-Linear Distributed Parabolic Systems: Theory and Simulation Intelligent Control and Automation Volume 3, Number 2 , May 2012
11. Kamal, A., Boutoulout, A., Beinane, S.A.O. Regional boundary controllability of semi-linear distributed parabolic systems 2010 International Review of Automatic Control 3(4), pp. 378-387
