Output regulation of general uncertain systems is a meaningful yet challenging problem. In spite of the rich literature in the field, the problem has not yet been addressed adequately due to the lack of an effective design mechanism. In this paper, we propose a new design framework for almost output regulation of uncertain systems described in the general form of linear fractional transformation (LFT) with time-varying parametric uncertainties and unknown external perturbations. A novel semi-LFT gain-scheduling output regulator structure is proposed, such that the associated control synthesis conditions guaranteeing both output regulation and L2 disturbance attenuation performance are formulated as a set of linear matrix inequalities (LMIs)...
Abstract—Traditionally, scheduled controllers are obtained by interpolation of a bank of linear feed...
This paper focuses on quadratic performance analysis and output feedback gain-scheduling synthesis f...
This paper is concerned with the problem of robust peak-to-peak gain minimization (the L1 or L?? ind...
Output regulation of general uncertain systems is a meaningful yet challenging problem. In spite of ...
Output regulation of general uncertain systems is a meaningful yet challenging problem. In spite of ...
This paper presents the solution to the mixed-¯ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed-¯ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed µ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed µ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed µ synthesis problem, and how to design gain scheduling...
The problem of parametrizing all stabilizing controllers for general linear fractional transformatio...
The problem of parametrizing all stabilizing controllers for general linear fractional transformatio...
This paper is concerned with the robust gain-scheduling output feedback control problem for a class ...
This paper is concerned with the robust gain-scheduling output feedback control problem for a class ...
This study deals with the robust H∞ output regulation problem for a class of uncertain systems in a ...
Abstract—Traditionally, scheduled controllers are obtained by interpolation of a bank of linear feed...
This paper focuses on quadratic performance analysis and output feedback gain-scheduling synthesis f...
This paper is concerned with the problem of robust peak-to-peak gain minimization (the L1 or L?? ind...
Output regulation of general uncertain systems is a meaningful yet challenging problem. In spite of ...
Output regulation of general uncertain systems is a meaningful yet challenging problem. In spite of ...
This paper presents the solution to the mixed-¯ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed-¯ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed µ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed µ synthesis problem, and how to design gain scheduling...
This paper presents the solution to the mixed µ synthesis problem, and how to design gain scheduling...
The problem of parametrizing all stabilizing controllers for general linear fractional transformatio...
The problem of parametrizing all stabilizing controllers for general linear fractional transformatio...
This paper is concerned with the robust gain-scheduling output feedback control problem for a class ...
This paper is concerned with the robust gain-scheduling output feedback control problem for a class ...
This study deals with the robust H∞ output regulation problem for a class of uncertain systems in a ...
Abstract—Traditionally, scheduled controllers are obtained by interpolation of a bank of linear feed...
This paper focuses on quadratic performance analysis and output feedback gain-scheduling synthesis f...
This paper is concerned with the problem of robust peak-to-peak gain minimization (the L1 or L?? ind...