summary:The article discusses an optimal Linear Quadratic (LQ) deterministic control problem when the Youla–Kučera parametrisation of controller is used. We provide a computational procedure for computing a deterministic optimal single-input single-output (SISO) controller from any stabilising controller. This approach allows us to calculate a new optimal LQ deterministic controller from a previous one when the plant has changed. The design based on the Youla –Kučera parametrisation approach is compared to the classical LQ design
In this article, a linear quadratic (LQ) scheme is proposed for bumpless transfer between two tracki...
The notion of Linear Quadratic (LQ) optimality at a single frequency is developed in single-input si...
Most of the processes in the industry have nonlinear behavior. Control of such processes with conven...
summary:The article discusses an optimal Linear Quadratic (LQ) deterministic control problem when th...
We propose a new time-invariant control for linear quadratic tracking problems with references and d...
summary:A single variable controller is developed in the predictive control framework based upon min...
The optimization landscape of optimal control problems plays an important role in the convergence of...
The objective of this article is to introduce a novel data-driven iterative linear quadratic (LQ) co...
Abstract: The paper establishes a new procedure to obtain optimal control in the linear quadratic (L...
Abstract: The paper establishes a new procedure to obtain the solution for the discrete optimal trac...
This paper develops a control parameterization approach for determining the (near) optimal trajector...
This paper aims at providing new insights into the linear quadratic optimization problem within the ...
A linear time-invariant (LTI) output feedback controller is designed for a linear parame-ter-varying...
Abstract — The classical approach for solving control prob-lems is model based: first a model repres...
Mathematics is able to provide control optimization solutions especially in Linear Time Invariant (...
In this article, a linear quadratic (LQ) scheme is proposed for bumpless transfer between two tracki...
The notion of Linear Quadratic (LQ) optimality at a single frequency is developed in single-input si...
Most of the processes in the industry have nonlinear behavior. Control of such processes with conven...
summary:The article discusses an optimal Linear Quadratic (LQ) deterministic control problem when th...
We propose a new time-invariant control for linear quadratic tracking problems with references and d...
summary:A single variable controller is developed in the predictive control framework based upon min...
The optimization landscape of optimal control problems plays an important role in the convergence of...
The objective of this article is to introduce a novel data-driven iterative linear quadratic (LQ) co...
Abstract: The paper establishes a new procedure to obtain optimal control in the linear quadratic (L...
Abstract: The paper establishes a new procedure to obtain the solution for the discrete optimal trac...
This paper develops a control parameterization approach for determining the (near) optimal trajector...
This paper aims at providing new insights into the linear quadratic optimization problem within the ...
A linear time-invariant (LTI) output feedback controller is designed for a linear parame-ter-varying...
Abstract — The classical approach for solving control prob-lems is model based: first a model repres...
Mathematics is able to provide control optimization solutions especially in Linear Time Invariant (...
In this article, a linear quadratic (LQ) scheme is proposed for bumpless transfer between two tracki...
The notion of Linear Quadratic (LQ) optimality at a single frequency is developed in single-input si...
Most of the processes in the industry have nonlinear behavior. Control of such processes with conven...