Develops a local controllability result for multiple model driftless affine control systems. The controllability result can be interpreted as a non-smooth extension of Chow's theorem (1939), and uses a set-valued Lie bracket. These results are interpreted in terms of an illustrative example involving an overconstrained wheeled vehicle
This work considers small-time local controllability (STLC) of single and multiple-input systems, x ...
AbstractLocal and global controlability of analytic affine control systems Σ with an arbitrary numbe...
We discuss three concepts of controllability for open loop systems, namely, complete, local and glob...
Develops a local controllability result for multiple model driftless affine control systems. The con...
Extends results in local controllability analysis for multiple model driftless affine (MMDA) control...
This paper extends recent results in local controllability analysis for Multiple Model Driftless A#n...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
In this note, the controllability of a switched linear system, which is a collection of linear time-...
We consider control-affine systems with two scalar controls, such that one control vector field vani...
Many control systems contain control inputs which are constrained to be nonnegative. Unfortunately, ...
Sufficient conditions are established for controllability of affine control systems with a drift all...
This paper considers nonlinear kinematic controllability of a class of systems called stratified. R...
9 pages, 4 figures, 2 tablesWe say that a control system is locally controllable if the attainable s...
We define a notion of controllability for mechanical systems which determines the configurations whi...
This work considers small-time local controllability (STLC) of single- and multiple-input systems, _...
This work considers small-time local controllability (STLC) of single and multiple-input systems, x ...
AbstractLocal and global controlability of analytic affine control systems Σ with an arbitrary numbe...
We discuss three concepts of controllability for open loop systems, namely, complete, local and glob...
Develops a local controllability result for multiple model driftless affine control systems. The con...
Extends results in local controllability analysis for multiple model driftless affine (MMDA) control...
This paper extends recent results in local controllability analysis for Multiple Model Driftless A#n...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
In this note, the controllability of a switched linear system, which is a collection of linear time-...
We consider control-affine systems with two scalar controls, such that one control vector field vani...
Many control systems contain control inputs which are constrained to be nonnegative. Unfortunately, ...
Sufficient conditions are established for controllability of affine control systems with a drift all...
This paper considers nonlinear kinematic controllability of a class of systems called stratified. R...
9 pages, 4 figures, 2 tablesWe say that a control system is locally controllable if the attainable s...
We define a notion of controllability for mechanical systems which determines the configurations whi...
This work considers small-time local controllability (STLC) of single- and multiple-input systems, _...
This work considers small-time local controllability (STLC) of single and multiple-input systems, x ...
AbstractLocal and global controlability of analytic affine control systems Σ with an arbitrary numbe...
We discuss three concepts of controllability for open loop systems, namely, complete, local and glob...