Add to ORKGThe problem of simultaneously stabilizing a finite collection of non-linear systems is considered. A new and simple approach to designing a single state (linear) feedback control which simultaneously stabilizes this collection of non-linear systems is presented. The concepts of the function norm and the Bellman-Gronwall inequality are used to investigate the conditions for simultaneous stabilization. A design procedure for single state feedback control, is also presented. Several examples are given to demonstrate the validity of our results. © 1990, Copyright Taylor & Francis Group, LLC.</p
A design technique for the stabilization of M linear systems by one constant output-feedback control...
A linear state feedback gain vector used in the control of a single input dynamical system may be co...
We consider the problem of designing an output feedback control law for the stabilization of a class...
The problem of simultaneously stabilizing a finite collection of non-linear systems is considered. A...
AbstractIn this paper, a new method for finding a state feedback matrix in order to control simultan...
We consider the simplest design problem for nonlinear systems: the problem of rendering asymptotical...
In this paper, we introduce a method that enables us to construct a continuous simultaneous stabiliz...
summary:A design technique for the stabilization of $M$ linear systems by one constant output-feedba...
In this paper, we extend some recent results on the stabilization of output feedback linearizable no...
Abstract—The note considers the problem of local stabilization of non-linear systems by dynamic outp...
In this paper, the simultaneous stabilization problem is considered using the matrix inequality appr...
In this paper simultaneous stabilization of a collection of quadratic input nonlinear systems is con...
peer reviewedIn this paper, stabilizing control design for a class of nonlinear affine systems is pr...
The simultaneous stabilization of a collection of systems has received considerable attention over a...
The contributions of this thesis are in the area of control of systems with nonlinear dynamics. The ...
A design technique for the stabilization of M linear systems by one constant output-feedback control...
A linear state feedback gain vector used in the control of a single input dynamical system may be co...
We consider the problem of designing an output feedback control law for the stabilization of a class...
The problem of simultaneously stabilizing a finite collection of non-linear systems is considered. A...
AbstractIn this paper, a new method for finding a state feedback matrix in order to control simultan...
We consider the simplest design problem for nonlinear systems: the problem of rendering asymptotical...
In this paper, we introduce a method that enables us to construct a continuous simultaneous stabiliz...
summary:A design technique for the stabilization of $M$ linear systems by one constant output-feedba...
In this paper, we extend some recent results on the stabilization of output feedback linearizable no...
Abstract—The note considers the problem of local stabilization of non-linear systems by dynamic outp...
In this paper, the simultaneous stabilization problem is considered using the matrix inequality appr...
In this paper simultaneous stabilization of a collection of quadratic input nonlinear systems is con...
peer reviewedIn this paper, stabilizing control design for a class of nonlinear affine systems is pr...
The simultaneous stabilization of a collection of systems has received considerable attention over a...
The contributions of this thesis are in the area of control of systems with nonlinear dynamics. The ...
A design technique for the stabilization of M linear systems by one constant output-feedback control...
A linear state feedback gain vector used in the control of a single input dynamical system may be co...
We consider the problem of designing an output feedback control law for the stabilization of a class...