Feedback interconnections consisting of a linear system L in the forward path and a static sector-bounded nonlinearity f in the negative feedback path are ubiquitous in control theory and practice. With origins in the classical work, such interconnections are referred to as systems of Lur'e type, while the study of their stability properties constitutes absolute stability theory.
We derive absolute-stability results of Popov and circle-criterion type for infinite-dimensional sys...
Abstract. A Lur’e feedback control system consisting of a linear, infinite-dimensional system of bou...
International audienceThis article provides algebraic settings of the stability criteria of Nyquist ...
This article provides an overview of the circle criterion and its connection with ISS. Classical abs...
This article provides an overview of the circle criterion and its connection with ISS. Classical abs...
In this paper, the focus is on absolute stability and input-to-state stability of the feedback inter...
An input-to-state stability theory, which subsumes results of circle criterion type, is developed in...
Abstract. An input-to-state stability theory, which subsumes results of circle criterion type, is de...
An input-to-state stability theory, which subsumes results of circle criterion type, is developed in...
We derive absolute stability results of Popov and circle-criterion type for in nite-dimensional sys...
We present a circle criterion which is necessary and sufficient for absolute stability with respect ...
We derive absolute-stability results of Popov and circle-criterion type for infinite-dimensional sys...
A Lur'e feedback control system consisting of a linear, infinite-dimensional system of boundary con...
Abstract. Input-to-state stability (ISS) of a class of differential inclusions is proved. Every syst...
The paper suggests conditions for presence of quadratic Lyapunov functions for nonlinear observer ba...
We derive absolute-stability results of Popov and circle-criterion type for infinite-dimensional sys...
Abstract. A Lur’e feedback control system consisting of a linear, infinite-dimensional system of bou...
International audienceThis article provides algebraic settings of the stability criteria of Nyquist ...
This article provides an overview of the circle criterion and its connection with ISS. Classical abs...
This article provides an overview of the circle criterion and its connection with ISS. Classical abs...
In this paper, the focus is on absolute stability and input-to-state stability of the feedback inter...
An input-to-state stability theory, which subsumes results of circle criterion type, is developed in...
Abstract. An input-to-state stability theory, which subsumes results of circle criterion type, is de...
An input-to-state stability theory, which subsumes results of circle criterion type, is developed in...
We derive absolute stability results of Popov and circle-criterion type for in nite-dimensional sys...
We present a circle criterion which is necessary and sufficient for absolute stability with respect ...
We derive absolute-stability results of Popov and circle-criterion type for infinite-dimensional sys...
A Lur'e feedback control system consisting of a linear, infinite-dimensional system of boundary con...
Abstract. Input-to-state stability (ISS) of a class of differential inclusions is proved. Every syst...
The paper suggests conditions for presence of quadratic Lyapunov functions for nonlinear observer ba...
We derive absolute-stability results of Popov and circle-criterion type for infinite-dimensional sys...
Abstract. A Lur’e feedback control system consisting of a linear, infinite-dimensional system of bou...
International audienceThis article provides algebraic settings of the stability criteria of Nyquist ...