In this paper, the networked control systems (NCSs) in discrete-time with quantized fading channel are studied. It is assumed that the transmission channel exists between the controller output and the plant input, and its effect is modeled as a combination of logarithmic quantization and multiplicative random noises. The stabilization problem of the underlying NCS under state feedback is investigated for both single-input and multi-input cases. The solvability condition of the problem is given by the relationship between the channel capacity and the system's Mahler measure. When the condition holds, both the stabilizing controller and the resource allocation are constructed
This paper deals with the problem of state feedback stabilization for single-input discrete-time sys...
This paper studies the stabilization problems of networked control systems (NCSs) with dynamical qua...
This paper studies the stabilization problems of networked control systems (NCSs) with dynamical qua...
This paper studies feedback stabilization for networked control systems (NCSs) over quantized fading...
This paper deals with the problem of output feedback quadratic mean square stabilization for single-...
In this paper, the networked control system (NCS) in continuous-time with sampled data is considered...
The paper deals with the state feedback quadratic mean square stabilization problem for multiple-inp...
This paper addresses the mean square stabilization problem for discrete-time networked control syste...
This paper addresses the mean square stabilization problem for discrete-time networked control syste...
This paper is concerned about the problem of output feedback quadratic mean square stabilization for...
This paper deals with the problem of state feedback stabilization for multiple-input discrete-time s...
This paper studies multi-input/multi-output (MIMO) discrete-time networked control systems (NCS). It...
This paper studies multi-input/multi-output (MI-MO) discrete-time networked control systems (NCS). I...
This paper investigates quantized feedback stabilization problems for discretetime linear time-invar...
This paper addresses the output feedback stabilization problem for discrete-time networked control s...
This paper deals with the problem of state feedback stabilization for single-input discrete-time sys...
This paper studies the stabilization problems of networked control systems (NCSs) with dynamical qua...
This paper studies the stabilization problems of networked control systems (NCSs) with dynamical qua...
This paper studies feedback stabilization for networked control systems (NCSs) over quantized fading...
This paper deals with the problem of output feedback quadratic mean square stabilization for single-...
In this paper, the networked control system (NCS) in continuous-time with sampled data is considered...
The paper deals with the state feedback quadratic mean square stabilization problem for multiple-inp...
This paper addresses the mean square stabilization problem for discrete-time networked control syste...
This paper addresses the mean square stabilization problem for discrete-time networked control syste...
This paper is concerned about the problem of output feedback quadratic mean square stabilization for...
This paper deals with the problem of state feedback stabilization for multiple-input discrete-time s...
This paper studies multi-input/multi-output (MIMO) discrete-time networked control systems (NCS). It...
This paper studies multi-input/multi-output (MI-MO) discrete-time networked control systems (NCS). I...
This paper investigates quantized feedback stabilization problems for discretetime linear time-invar...
This paper addresses the output feedback stabilization problem for discrete-time networked control s...
This paper deals with the problem of state feedback stabilization for single-input discrete-time sys...
This paper studies the stabilization problems of networked control systems (NCSs) with dynamical qua...
This paper studies the stabilization problems of networked control systems (NCSs) with dynamical qua...