Abstract—The paper deals with linear and nonlinear regulation under sampling. It is shown that digital solutions exist under assumptions which are closely related to the existence of robust solutions to the continuous problem. Approximated solutions are computed starting from the continuous ones. Index Terms—Nonlinear systems, regulation problem, sampled systems. I
Some qualitative properties of systems with nonequidistant sampling are investigated. First, it is p...
When a linear plant model is discretized for digital control, then uncertain physical plant paramete...
Key Words--Sampled-data systems; digital control; induced operator norms; performance analysis; disc...
Given a partially linearizable continuous-time dynamics, the aim is to find a digital control scheme...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Sampled-data Models for Linear and Nonlinear Systems provides a fresh new look at a subject with whi...
The problem is addressed of deriving sampled-data control laws for a class of nonlinear continuous s...
In the present work we characterize the discrete time system which reproduces exactly the evolutions...
It is shown that the formalism of asymptotic series expansions recently developed by the authors for...
Modern signal processing and control algorithms are invariably implemented digitally, yet most real-...
In digital control systems, the state is sampled at given sampling instants and the input is kept co...
Starting from an optimal stabilizing controller designed for an input-affine continuous-time dynamic...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Computer controlled systems are being widely used in industry. This has been made possible by the ra...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Some qualitative properties of systems with nonequidistant sampling are investigated. First, it is p...
When a linear plant model is discretized for digital control, then uncertain physical plant paramete...
Key Words--Sampled-data systems; digital control; induced operator norms; performance analysis; disc...
Given a partially linearizable continuous-time dynamics, the aim is to find a digital control scheme...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Sampled-data Models for Linear and Nonlinear Systems provides a fresh new look at a subject with whi...
The problem is addressed of deriving sampled-data control laws for a class of nonlinear continuous s...
In the present work we characterize the discrete time system which reproduces exactly the evolutions...
It is shown that the formalism of asymptotic series expansions recently developed by the authors for...
Modern signal processing and control algorithms are invariably implemented digitally, yet most real-...
In digital control systems, the state is sampled at given sampling instants and the input is kept co...
Starting from an optimal stabilizing controller designed for an input-affine continuous-time dynamic...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Computer controlled systems are being widely used in industry. This has been made possible by the ra...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Some qualitative properties of systems with nonequidistant sampling are investigated. First, it is p...
When a linear plant model is discretized for digital control, then uncertain physical plant paramete...
Key Words--Sampled-data systems; digital control; induced operator norms; performance analysis; disc...