https://orcid.org/0000-0002-0716-4492
References
- Khodja FA, Chouly F, Duprez M. Partial null controllability of parabolic linear systems. Math. Control. Relat. Fields. 2016;6(2):185–216.
- Bashirov AE, Jneid M. On partial complete controllability of semilinear systems. Abstract and applied analysis. Vol. 2013, Hindawi; 2013.
- Bashirov AE, Mahmudov N, emı N, et al. Partial controllability concepts. Int J Control. 2007;80(1):1–7.
- Vorotnikov VI. Partial stability and control. Birkhäuser Boston; 1996.
- Haddad WM, et al. Finite-time partial stability and stabilization, and optimal feedback control. J Franklin Inst. 2015;352(6):2329–2357.
- L'Afflitto A, Haddad WM, Bakolas Efstathios. Partial-state stabilization and optimal feedback control. Int J Robust Nonlinear Control. 2016;26(5):1026–1050.
- Boujallal L. Partial asymptotic null-controllability with mixed state-input constraints. J Control Decis. 2021;2013:1–9.
- Boujallal L, Elhia M, Balatif O. A novel control set-valued approach with application to epidemic models. J Appl Math Comput. 2020;65:295–319.
- Elhia M, Boujallal L, Alkama M, et al. Set-valued control approach applied to a covid-19 model with screening and saturated treatment function. Complexity. 2020;2020:1–15.
- Boujallal L, Kassara K. State-input constrained asymptotic null-controllability by a set-valued approach. IET Control Theory Appl. 2015;9(15):2211–2221.
- Boujallal L, Balatif O, Elhia M. A set-valued approach applied to a control problem of tuberculosis with treatment. IMA J Math Control Inf. 2021;38:1010–1027.
- Aubin J-P. Viability theory. Birkhäuser Boston; 2009.
- Shuzhong Shi. Viability theorems for a class of differential-operator inclusions. J Differ Equ. 1989;79(2):232–257.
- Cârja O, Necula M, Vrabie II. Viability, invariance and applications. Elsevier, Amsterdam; 2007.
- Cârjă O, Vrabie II. Some new viability results for semilinear differential inclusions. Nonlinear Differ Equ Appl NoDEA. 1997;4(3):401–424.
- Kassara K. Feedback spreading control laws for semilinear distributed parameter systems. Syst Control Lett. 2000;40(4):289–295.
- Boujallal L, Kassara K. Constrained asymptotic null-controllability for semi-linear infinite dimensional systems. Int J Dyn Control. 2020;9:1000–1012.
- Aubin J-P, Frankowska H. Set-valued analysis. Birkhäuser, Boston; 1990.
- Pazy A. Semigroups of linear operators and applications to partial differential equations. Springer, New York; 1983.