We present a computable sufficient condition to determine local controllability of a differential nonlinear control system along a reference closed orbit. Comparisons to already existing results on local controllability along a reference trajectory are made.X118sciescopu
AbstractLocal controllability along a reference trajectory of analytic and smooth affine single inpu...
This note uses a polynomial approach to present a necessary and sufficient condition for local contr...
The definition of a smooth nonlinear system as proposed recently, is elaborated as a natural general...
AbstractThis paper considers the problem of controllability of a class of nonlinear systems. Suffici...
We discuss three concepts of controllability for open loop systems, namely, complete, local and glob...
We prove sufficient conditions for the instantaneous local controllability of nonlinear (nonsmooth) ...
AbstractIn this paper infinite-dimensional dynamical systems described by nonlinear abstract differe...
In a geometric point of view, a nonlinear control system, a#ne in the controls, is thought of as an ...
The local controllability behavior near an equilibrium is discussed. If the Jacobian of the lineariz...
In a geometric point of view, a nonlinear control system, affine in the controls, is thought of as a...
Controllability and observability are two fundamental system properties that yield insight in the st...
A stronger concept of complete (exact) controllability which we call Trajectory Controllability is i...
Sufficient conditions for the local and global controllability of general nonlinear systems, by mean...
This paper deals with the local smooth stabilizability problem for nonlinear control systems defined...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
AbstractLocal controllability along a reference trajectory of analytic and smooth affine single inpu...
This note uses a polynomial approach to present a necessary and sufficient condition for local contr...
The definition of a smooth nonlinear system as proposed recently, is elaborated as a natural general...
AbstractThis paper considers the problem of controllability of a class of nonlinear systems. Suffici...
We discuss three concepts of controllability for open loop systems, namely, complete, local and glob...
We prove sufficient conditions for the instantaneous local controllability of nonlinear (nonsmooth) ...
AbstractIn this paper infinite-dimensional dynamical systems described by nonlinear abstract differe...
In a geometric point of view, a nonlinear control system, a#ne in the controls, is thought of as an ...
The local controllability behavior near an equilibrium is discussed. If the Jacobian of the lineariz...
In a geometric point of view, a nonlinear control system, affine in the controls, is thought of as a...
Controllability and observability are two fundamental system properties that yield insight in the st...
A stronger concept of complete (exact) controllability which we call Trajectory Controllability is i...
Sufficient conditions for the local and global controllability of general nonlinear systems, by mean...
This paper deals with the local smooth stabilizability problem for nonlinear control systems defined...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
AbstractLocal controllability along a reference trajectory of analytic and smooth affine single inpu...
This note uses a polynomial approach to present a necessary and sufficient condition for local contr...
The definition of a smooth nonlinear system as proposed recently, is elaborated as a natural general...