A method for computing a feedback gain that achieves state deadbeat control is given. From systems given in the staircase form, this method derives the deadbeat gain in a numerically reliable way. It is shown that the gain turns out to be LQ optimal for some weightings
In this paper, a data-driven design of deadbeat controllers is proposed, which is later generalized ...
In this paper we give a numerical method to perform deadbeat control on a multi input system. The me...
A ripple-free deadbeat controller for a system exists if and only if there are no transmission zeros...
The authors propose a novel method for computing state deadbeat feedback gains from systems given in...
A method for computing a feedback gain that achieves state deadbeat control is given. From systems g...
The synthesis of state feedback gains that provide robustness against perturbation in deadbeat regul...
A geometric generalization of the discrete-time linear deadbeat control problem is studied. The prop...
Numerically reliable algorithms are presented for the deadbeat control problem, allowing for a trade...
This paper considers the synthesis of state feedback gains which provide robustness against perturba...
Several new computational algorithms are presented to compute the deadbeat predictive control law th...
A novel optimization approach to robust deadbeat control is proposed. The design problem is cast int...
This paper considers a kind of robust pole assignment problem for discrete-time systems. A recently ...
summary:Deadbeat control, a typical example of linear control strategies in discrete- time systems, ...
Despite previous efforts to solve linear and nonlinear deadbeat control systems, a need still exists...
This paper presents a design strategy for stable deadbeat controllers. Inequality bounds on the magn...
In this paper, a data-driven design of deadbeat controllers is proposed, which is later generalized ...
In this paper we give a numerical method to perform deadbeat control on a multi input system. The me...
A ripple-free deadbeat controller for a system exists if and only if there are no transmission zeros...
The authors propose a novel method for computing state deadbeat feedback gains from systems given in...
A method for computing a feedback gain that achieves state deadbeat control is given. From systems g...
The synthesis of state feedback gains that provide robustness against perturbation in deadbeat regul...
A geometric generalization of the discrete-time linear deadbeat control problem is studied. The prop...
Numerically reliable algorithms are presented for the deadbeat control problem, allowing for a trade...
This paper considers the synthesis of state feedback gains which provide robustness against perturba...
Several new computational algorithms are presented to compute the deadbeat predictive control law th...
A novel optimization approach to robust deadbeat control is proposed. The design problem is cast int...
This paper considers a kind of robust pole assignment problem for discrete-time systems. A recently ...
summary:Deadbeat control, a typical example of linear control strategies in discrete- time systems, ...
Despite previous efforts to solve linear and nonlinear deadbeat control systems, a need still exists...
This paper presents a design strategy for stable deadbeat controllers. Inequality bounds on the magn...
In this paper, a data-driven design of deadbeat controllers is proposed, which is later generalized ...
In this paper we give a numerical method to perform deadbeat control on a multi input system. The me...
A ripple-free deadbeat controller for a system exists if and only if there are no transmission zeros...