This paper presents a methodology to the robust stability analysis of a class of single-input/single-output nonlinear systems subject to state feedback linearization. The proposed approach allows the analysis of systems whose nonlinearities can be represented in the rational (and polynomial) form. Through a suitable system representation, the stability conditions are described in terms of linear matrix inequalities, which is known to have a convex (numerical) solution. The method is illustrated via a numerical example
This paper provides finite dimensional convex conditions to construct homogeneous polynomially param...
This paper deals with the class of nonlinear systems described by the equation M(q(t))q(t) = f(t) - ...
Feedback linearization provides an effective means of designing nonlinear control systems. This meth...
This paper presents a methodology to the robust stability analysis of a class of single-input/single...
This paper presents a methodology to the robust stability analysis of a class of single-input/single...
The feedback linearization approach is a control method which employs feedback to stabilize systems ...
In this thesis, investigation of robust stability properties for certain nonlinear systems via exact...
Feedback linearization technique is applied to design robust controllers for a class of nonlinear un...
Feedback linearization technique is applied to design robust controllers for a class of nonlinear un...
This paper uses gap metric analysis to derive robustness and performance margins for feedback linear...
International audienceThis paper provides finite dimensional convex conditions to construct homogene...
The robust stabilization of a class of nonlinear systems in the frame of LMI is studied especially t...
Feedback linearization technique is applied to design robust controllers for a class of nonlinear un...
In this thesis, questions in the analysis and synthesis of stability robustness properties for linea...
This paper presents a new approach to robust quadratic stabilization of nonlinear systems within the...
This paper provides finite dimensional convex conditions to construct homogeneous polynomially param...
This paper deals with the class of nonlinear systems described by the equation M(q(t))q(t) = f(t) - ...
Feedback linearization provides an effective means of designing nonlinear control systems. This meth...
This paper presents a methodology to the robust stability analysis of a class of single-input/single...
This paper presents a methodology to the robust stability analysis of a class of single-input/single...
The feedback linearization approach is a control method which employs feedback to stabilize systems ...
In this thesis, investigation of robust stability properties for certain nonlinear systems via exact...
Feedback linearization technique is applied to design robust controllers for a class of nonlinear un...
Feedback linearization technique is applied to design robust controllers for a class of nonlinear un...
This paper uses gap metric analysis to derive robustness and performance margins for feedback linear...
International audienceThis paper provides finite dimensional convex conditions to construct homogene...
The robust stabilization of a class of nonlinear systems in the frame of LMI is studied especially t...
Feedback linearization technique is applied to design robust controllers for a class of nonlinear un...
In this thesis, questions in the analysis and synthesis of stability robustness properties for linea...
This paper presents a new approach to robust quadratic stabilization of nonlinear systems within the...
This paper provides finite dimensional convex conditions to construct homogeneous polynomially param...
This paper deals with the class of nonlinear systems described by the equation M(q(t))q(t) = f(t) - ...
Feedback linearization provides an effective means of designing nonlinear control systems. This meth...