1 Introduction and Motivation We address a special case of the general problem of finding continuous feedback laws (that lead to unique solutions) and asymptotically stabilize the origin of (in general) nonlinear smooth systems of the form.x = f (x) + ug(x) with x 2 Rn; u 2 R (1) The purpose of this note is to further popularize the use of feedback laws that are \Delta-homogeneous (i.e. homogeneous w.r.t. a suitable family of dilations) for the global asymptotic stabilization of \Delta-homogeneous control systems, and for the local asymptotic stabilization of general nonlinear systems approximated by homogeneous systems
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
AbstractIn this paper, we investigate the problem of stabilization of homogeneous bilinear systems. ...
. A machinery is developed for the explicit construction of locally Holder continuous feedback laws ...
This paper surveys existing necessary conditions, and gives new conditions based on homogeneous reso...
This paper surveys existing necessary conditions, and gives new conditions based on homogeneous reso...
If a smooth nonlinear affine control system has a controllable linear approximation, a standard tec...
. This paper focuses on the problem of exponential stabilization of controllable, driftless systems ...
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
We introduce a new notion of generalized homogeneous approximation at the origin and at infinity whi...
summary:In this paper, we study the problem of stabilization via homogeneous feedback of single-inpu...
summary:In this paper, we generalize Artstein’s theorem and we derive sufficient conditions for stab...
summary:In this paper, we study the problem of stabilization via homogeneous feedback of single-inpu...
summary:In this paper, we generalize Artstein’s theorem and we derive sufficient conditions for stab...
summary:In this paper, we study the problem of stabilization via homogeneous feedback of single-inpu...
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
AbstractIn this paper, we investigate the problem of stabilization of homogeneous bilinear systems. ...
. A machinery is developed for the explicit construction of locally Holder continuous feedback laws ...
This paper surveys existing necessary conditions, and gives new conditions based on homogeneous reso...
This paper surveys existing necessary conditions, and gives new conditions based on homogeneous reso...
If a smooth nonlinear affine control system has a controllable linear approximation, a standard tec...
. This paper focuses on the problem of exponential stabilization of controllable, driftless systems ...
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
We introduce a new notion of generalized homogeneous approximation at the origin and at infinity whi...
summary:In this paper, we study the problem of stabilization via homogeneous feedback of single-inpu...
summary:In this paper, we generalize Artstein’s theorem and we derive sufficient conditions for stab...
summary:In this paper, we study the problem of stabilization via homogeneous feedback of single-inpu...
summary:In this paper, we generalize Artstein’s theorem and we derive sufficient conditions for stab...
summary:In this paper, we study the problem of stabilization via homogeneous feedback of single-inpu...
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
summary:In this paper, we provide an explicit homogeneous feedback control with the requirement that...
AbstractIn this paper, we investigate the problem of stabilization of homogeneous bilinear systems. ...