In this note, we give a general result on the control of linear systems with measurement nonlinearities and multiple inputs and multiple outputs. We prove that if the measurement nonlinearities satisfy a sector condition and the system has vector relative degree and its invariant zeroes have nonpositive real part then there exists a linear measurement feedback controller which semiglobally stabilizes the system
AbstractThe concept of “stability with respect to measurement” was introduced by H. Hermes to charac...
In this paper the authors give a necessary and sufficient geometric condition for achieving noninte...
International audienceIn this paper we study feedback linearization of multi-input control-affine sy...
In this paper, we give some sufficient conditions for global (and semiglobal) robust stabilization v...
In this paper we consider the problem of semiglobally stabilizing a wide class of uncertain nonlinea...
We present a measurement feedback framework for the semiglobal stabilization of nonlinear systems w...
We study the problem of stabilizing with large regions of attraction a general class of nonlinear sy...
We developed the design of observer-based measurement feedback controllers for constrained semi-glob...
We study the problem of globally stabilizing through measurement feedback a wide class of uncertain...
We study the problem of semiglobally stabilizing an uncertain nonlinear system consisting of a linea...
We look at the stabilization and regulation problems for linear systems subject to both rate and sat...
This is a condensed version of a more detailed paper, in which several necessary and su cient geomet...
In this paper we shall consider systems that in addition to a control input and a measurement output...
The authors consider the problem of robust control via measurement feedback for a class of uncertain...
The paper deals with the notion of static output feedback for nonlinear systems. Necessary and suffi...
AbstractThe concept of “stability with respect to measurement” was introduced by H. Hermes to charac...
In this paper the authors give a necessary and sufficient geometric condition for achieving noninte...
International audienceIn this paper we study feedback linearization of multi-input control-affine sy...
In this paper, we give some sufficient conditions for global (and semiglobal) robust stabilization v...
In this paper we consider the problem of semiglobally stabilizing a wide class of uncertain nonlinea...
We present a measurement feedback framework for the semiglobal stabilization of nonlinear systems w...
We study the problem of stabilizing with large regions of attraction a general class of nonlinear sy...
We developed the design of observer-based measurement feedback controllers for constrained semi-glob...
We study the problem of globally stabilizing through measurement feedback a wide class of uncertain...
We study the problem of semiglobally stabilizing an uncertain nonlinear system consisting of a linea...
We look at the stabilization and regulation problems for linear systems subject to both rate and sat...
This is a condensed version of a more detailed paper, in which several necessary and su cient geomet...
In this paper we shall consider systems that in addition to a control input and a measurement output...
The authors consider the problem of robust control via measurement feedback for a class of uncertain...
The paper deals with the notion of static output feedback for nonlinear systems. Necessary and suffi...
AbstractThe concept of “stability with respect to measurement” was introduced by H. Hermes to charac...
In this paper the authors give a necessary and sufficient geometric condition for achieving noninte...
International audienceIn this paper we study feedback linearization of multi-input control-affine sy...