The stability robustness problem has been also treated. This survey covers the period since
1985 up to now days and has strong intention to present the main concepts and …

In this article a comprehensive overview of the stability of linear discrete descriptor systems
in the sense of Lyapunov was presented. The complex character of descriptor systems …

Boundedness properties of dynamic response are particularly significant from the viewpoint
of engineering applications. This paper examines some practically important properties of …

Discrete descriptor systems are those for which the dynamics are governed by a mixture of
algebraic and difference equations. This paper examines the existence of solutions that are …

Generalized Lyapunov theorems for rectangular descriptor systems Page 1 proer+dings ofthe
40th IEEE Conlermcp on Decision and Control Orlando, Florida USA, Member 2001 ThA11-4 …

In this paper the descriptor (singular, semi-state) systems described by a mixture of
algebraic and difference equations are treated. The geometric treatment of consistent initial …

Robust stability analysis for descriptor systems Page 1 Raceedings of the 4' World
Congress on Intelligent Control and Automation June 10-14, 2002, Shanghai, PRChina 931 …

In this paper, the problem of structural stability for linear time-invariant descriptor systems is
studied. The concepts of critical stability and critical structural stability are defined for the …

On non-Liapunov stability of descrete descriptor systems Page 1 FPlOb - 545 ON NON-LIAPUNOV
STABILITY OF DISCRETE DESCRIPTOR SYSTEMS DH Owens, Department of Mathematics …

Descriptor systems are dynamic systems described by a mixture of algebraic and differential
or difference equations. This paper investigates the geometric description of initial …