1 |
Boundary optimal control design for a system of parabolic-hyperbolic PDEs coupled with an ODE Aksikas A, Aksikas I, Hayes RE, Forbes JF International Journal of Control, 93(7), 1499, 2020 |
2 |
Feedback control of scalar conservation laws with application to density control in freeways by means of variable speed limits Karafyllis I, Papageorgiou M Automatica, 105, 228, 2019 |
3 |
Balancing and and suppression of oscillations of tension and cage in dual-cable mining elevators Wang J, Pi YJ, Krstic M Automatica, 98, 223, 2018 |
4 |
Model-based optimal boundary control of selective catalytic reduction in diesel-powered vehicles Aksikas A, Aksikas I, Hayes RE, Forbes JF Journal of Process Control, 71, 63, 2018 |
5 |
Backstepping stabilization of the linearized Saint-Venant-Exner model Diagne A, Diagne M, Tang SX, Krstic M Automatica, 76, 345, 2017 |
6 |
Optimal linear-quadratic control of coupled parabolic-hyperbolic PDEs Aksikas I, Moghadam AA, Forbes JF International Journal of Control, 90(10), 2152, 2017 |
7 |
Characteristics-based model predictive control of selective catalytic reduction in diesel-powered vehicles Pakravesh H, Aksikas I, Votsmeier M, Dubijevic S, Hayes RE, Forbes F Journal of Process Control, 47, 98, 2016 |
8 |
Backstepping-Forwarding Control and Observation for Hyperbolic PDEs With Fredholm Integrals Bribiesca-Argomedo F, Krstic M IEEE Transactions on Automatic Control, 60(8), 2145, 2015 |
9 |
Boundary optimal (LQ) control of coupled hyperbolic PDEs and ODEs Moghadam AA, Aksikas I, Dubljevic S, Forbes JF Automatica, 49(2), 526, 2013 |
10 |
Predictive control of transport-reaction processes Dubljevic S, Mhaskar P, El-Farra NH, Christofides PD Computers & Chemical Engineering, 29(11-12), 2335, 2005 |