Control of uncertain processes: applied theory and algorithms
Control zeros and maximum-accuracy/maximum-speed control of LTI MIMO discrete-time systems
Contrôle de min-max et feedback linéaire pour des systèmes dynamiques approchés en norme
Controllability and observability of linear discrete-time fractional-order systems
In this paper we extend some basic results on the controllability and observability of linear discrete-time fractional-order systems. For both of these fundamental structural properties we establish some new concepts inherent to fractional-order systems and we develop new analytical methods for checking these properties. Numerical examples are presented to illustrate the theoretical results.
Controllability indices of linear systems with delays
Controllability indices of partially prescribed pairs of matrices.
Controllability, observability, realizability, and stability of dynamic linear systems.
Controllability of linear impulsive matrix Lyapunov differential systems with delays in the control function
In this paper, we establish the controllability conditions for a finite-dimensional dynamical control system modelled by a linear impulsive matrix Lyapunov ordinary differential equations having multiple constant time-delays in control for certain classes of admissible control functions. We characterize the controllability property of the system in terms of matrix rank conditions and are easy to verify. The obtained results are applicable for both autonomous (time-invariant) and non-autonomous (time-variant)...
Controllability of linear systems and a boundary value problem. (Short Communication).
Controllability of linear systems and a boundary value problem.
Controllability of partially prescribed matrices.
Controllability of series connections.
Controllable systems of partial differential equations
In the paper definitions of various kinds of stability and boundedness of solutions of linear controllable systems of partial differential equations are introduced and their interconnections are derived. By means of Ljapunov's functions theorems are proved which give necessary and sufficient conditions for particular kinds of stability and boundedness of the solutions.
Convergence rate of the solutions of singularly perturbed time-optimal control problems
Convolutional codes and frequency responses.