Add to ORKGThe Carleman linearization and Lie series techniques are generalized to nonlinear PDE's and applied to nonlinear optimal control theory
The procedure of linearizing a control-affine system along a non-trivial reference trajectory is stu...
Lie algebraic method generalize matrix methods and algebraic rank conditions to smooth nonlinear sys...
In a previous work (1991), the author showed some basic connections between H∞ control of a nonlinea...
In this contribution, the limitations of the Carleman linearization approach are presented and discu...
summary:We consider nonlinear systems with a priori feedback. We establish the existence of admissib...
Treats optimal problems for systems described by ODEs and PDEs, using an approach that unifies finit...
The feedback linearization problem of nonlinear control systems has been solved in the literature un...
In a previous paper we showed some basic connections between H∞ control of a nonlinear control syste...
This book contains the written versions of lectures delivered since 1997 in the well-known weekly se...
an algorithm is given to linearize nonlinear first order systems of partial differential equations a...
AbstractAn algorithm is given to linearize nonlinear first order systems of partial differential equ...
Many problems in aeronautics can be described in terms of nonlinear systems of equations. Carleman d...
AbstractThe non-linear autonomous of differential equations ẋi=∑jaijxj+∑j,kbijkxjxk(ẋi=dxi/dt, i, ...
In this paper it is shown an algorithm leading to linearization of nonlinear systems of partial diff...
AbstractIn this paper, we shall generalize our result [1] on the optimal control of bilinear systems...
The procedure of linearizing a control-affine system along a non-trivial reference trajectory is stu...
Lie algebraic method generalize matrix methods and algebraic rank conditions to smooth nonlinear sys...
In a previous work (1991), the author showed some basic connections between H∞ control of a nonlinea...
In this contribution, the limitations of the Carleman linearization approach are presented and discu...
summary:We consider nonlinear systems with a priori feedback. We establish the existence of admissib...
Treats optimal problems for systems described by ODEs and PDEs, using an approach that unifies finit...
The feedback linearization problem of nonlinear control systems has been solved in the literature un...
In a previous paper we showed some basic connections between H∞ control of a nonlinear control syste...
This book contains the written versions of lectures delivered since 1997 in the well-known weekly se...
an algorithm is given to linearize nonlinear first order systems of partial differential equations a...
AbstractAn algorithm is given to linearize nonlinear first order systems of partial differential equ...
Many problems in aeronautics can be described in terms of nonlinear systems of equations. Carleman d...
AbstractThe non-linear autonomous of differential equations ẋi=∑jaijxj+∑j,kbijkxjxk(ẋi=dxi/dt, i, ...
In this paper it is shown an algorithm leading to linearization of nonlinear systems of partial diff...
AbstractIn this paper, we shall generalize our result [1] on the optimal control of bilinear systems...
The procedure of linearizing a control-affine system along a non-trivial reference trajectory is stu...
Lie algebraic method generalize matrix methods and algebraic rank conditions to smooth nonlinear sys...
In a previous work (1991), the author showed some basic connections between H∞ control of a nonlinea...