This paper deals with the stabilization problem for nonlinear systems: it provides a sufficient condition for the existence of a time-varying switching control scheme which globally asymptotically stabilizes the zero equilibrium. The sufficient condition is proven to hold for a class of nonholonomic systems and the corresponding switching control law is described in detail. \ua9 2008 IEEE
The paper studies the problem of asymptotically stabilizing a class of switched linear neutral syste...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e. dynamic...
Dimirovski, Georgi M. (Dogus Author) -- Conference full title: 2008 American Control Conference : Se...
This paper describes a sufficient condition, based on a new definition of Lyapunov function for swit...
This paper deals with the stability problem for non-holonomic systems and describes a sufficient con...
The problem of asymptotic stabilization for a class of nonholonomic systems is studied and solved by...
The problem of stabilization of a class of nonholonomic systems that can be transformed into chained...
We consider the problem of semiglobal asymptotic stabilization and noninteracting control via dynami...
Dimirovski, Georgi M. (Dogus Author) -- Conference full title: 2012 31st Chinese Control Conference ...
This paper explains how to stabilize a "nonholonomic integrator" using a hybrid control la...
Given a family of linear systems which admit an asymptotically stable convex combination, the exist...
We consider switched systems composed of linear time invariant unstable dynamics and we deal with th...
This paper discusses the applicability of a switching control scheme for a nonlinear system with ill...
We consider switched systems composed of linear time invariant unstable dynamics and we deal with th...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e. dynamic...
The paper studies the problem of asymptotically stabilizing a class of switched linear neutral syste...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e. dynamic...
Dimirovski, Georgi M. (Dogus Author) -- Conference full title: 2008 American Control Conference : Se...
This paper describes a sufficient condition, based on a new definition of Lyapunov function for swit...
This paper deals with the stability problem for non-holonomic systems and describes a sufficient con...
The problem of asymptotic stabilization for a class of nonholonomic systems is studied and solved by...
The problem of stabilization of a class of nonholonomic systems that can be transformed into chained...
We consider the problem of semiglobal asymptotic stabilization and noninteracting control via dynami...
Dimirovski, Georgi M. (Dogus Author) -- Conference full title: 2012 31st Chinese Control Conference ...
This paper explains how to stabilize a "nonholonomic integrator" using a hybrid control la...
Given a family of linear systems which admit an asymptotically stable convex combination, the exist...
We consider switched systems composed of linear time invariant unstable dynamics and we deal with th...
This paper discusses the applicability of a switching control scheme for a nonlinear system with ill...
We consider switched systems composed of linear time invariant unstable dynamics and we deal with th...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e. dynamic...
The paper studies the problem of asymptotically stabilizing a class of switched linear neutral syste...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e. dynamic...
Dimirovski, Georgi M. (Dogus Author) -- Conference full title: 2008 American Control Conference : Se...