According to the condition, we develop a finite frequency test algorithm for Hurwitz stability of 2 D polynomials, which can avoid the above problems existing in present 2 D frequency domain stability tests and algebraic stability tests.

Analysis of robust stability for 2-D systems;

The analysis of robust stability for sampled-data control system;

A result on robust stability of time-lag system with varying time-delay;

In this paper, a kind of linear uncertain state-space system is stabilized, and some new criteria of robust stabilization using impulsive control are established.

Furthermore,under the condition of the acceptance of the closed-loop systems and no jump modes,a sufficient condition of the robust stabilization of SFM-Ⅱ systems with all admissible uncertainty is given via LMI.

In this paper, by using the Alekssev formula and Bellman-Gronwall inequality, the author discusses the robust stabilization for a class of uncertain neutral differential systems with time delay.

Obtains the criteria for the stability robustness of discrete linear systems in the presence of the time variant perturbations and derives through the lyapunov stability approach explicit bounds on the perturbations of a discrete linear system to maintain stability.

By applying the method of multivariable frequency domain analysis,a necessary and sufficient condition is derived for the stability robustness of a linear multivariable unity feedback closed-loop system involving a proper plant P, and a stabilizing compensator C0 under the assumption that the plant P, is perturbed to P,+aP, where hp, is a known strictly proper rational matrix.

This paper discusses the problem of state-space measures for stability robustness for linear discrete time 2-D singular Roesser models (2-D SRM) with unstructured perturbations.