The paper studies and solves in a geometric framework the problem of partial feedback linearization for discrete-time dynamics. An algorithm for computing the largest linearizable subsystem is proposed. This approach can be considered as dual to the one already proposed in literature in an algebraic context
We consider the problem of stabilizing a discrete-time nonlinear system using a feedback which is no...
The paper deals with dynamic feedback linearization of two input continuous time affine systems. A ...
Abstract. One of the classical problems of nonlinear systems and control theory is feed-back lineari...
International audienceFor systems that are not feedback linearizable, a natural question is: how to ...
The paper deals with dynamic feedback linearization of multi input continuous time affine systems. T...
The paper deals with dynamic feedback linearization of continuous time a2ne systems. A constructive ...
AbstractPrevious methods for exact linearization by feedback have relied on solving Frobenius system...
The paper deals with dynamic feedback linearization of two input continuous time systems. A construc...
The feedback linearization problem of nonlinear control systems has been solved in the literature un...
International audienceIn this paper we study the feedback linearization of multi-input control-affin...
International audienceIn this paper we study feedback linearization of multi-input control-affine sy...
International audienceThis paper investigates feedback linearization of one degree underactuated sys...
In this article, we study feedback linearization problems for nonlinear differential-algebraic contr...
One of the classical problems of nonlinear systems and control theory is feedback linearization. Its...
The paper discusses approximated feedback linearization of nonlinear discrete-time dynamics which ar...
We consider the problem of stabilizing a discrete-time nonlinear system using a feedback which is no...
The paper deals with dynamic feedback linearization of two input continuous time affine systems. A ...
Abstract. One of the classical problems of nonlinear systems and control theory is feed-back lineari...
International audienceFor systems that are not feedback linearizable, a natural question is: how to ...
The paper deals with dynamic feedback linearization of multi input continuous time affine systems. T...
The paper deals with dynamic feedback linearization of continuous time a2ne systems. A constructive ...
AbstractPrevious methods for exact linearization by feedback have relied on solving Frobenius system...
The paper deals with dynamic feedback linearization of two input continuous time systems. A construc...
The feedback linearization problem of nonlinear control systems has been solved in the literature un...
International audienceIn this paper we study the feedback linearization of multi-input control-affin...
International audienceIn this paper we study feedback linearization of multi-input control-affine sy...
International audienceThis paper investigates feedback linearization of one degree underactuated sys...
In this article, we study feedback linearization problems for nonlinear differential-algebraic contr...
One of the classical problems of nonlinear systems and control theory is feedback linearization. Its...
The paper discusses approximated feedback linearization of nonlinear discrete-time dynamics which ar...
We consider the problem of stabilizing a discrete-time nonlinear system using a feedback which is no...
The paper deals with dynamic feedback linearization of two input continuous time affine systems. A ...
Abstract. One of the classical problems of nonlinear systems and control theory is feed-back lineari...