The notion of strongly absolute stability is defined for LDS and some sufficient conditions are presented. If the forward path of LDS is impulsive free, the ...
By a generalized Lyapunov function, we derive an LMIs based strongly absolute stability criterion. Furthermore, we present the frequency-domain interpretation ...
By a generalized Lyapunov function, we derive an LMIs based strongly absolute stability criterion. Furthermore, we present the frequency-domain interpretation ...
This paper presents the frequency-domain interpretation of the criterion, which shows that the criterion is a generalization of the classical circle ...
This paper considers Lur'e type descriptor systems (LDS). The concept of strongly absolute stability is defined for LDS and such a notion is a generalization of ...
Apr 1, 2007 · This paper considers Lur'e type descriptor systems (LDS). The concept of strongly absolute stability is defined for LDS and such a notion is ...
Strongly absolute stability problem of descriptor systems: Circle ...
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Using Lyapunov stability theory and linear matrix inequality and LMI, the concept of strongly absolute stability is defined for Lur'e-type discrete-time ...
This paper considers Lur'e type descriptor systems (LDS). The concept of strongly absolute stability is defined for LDS and such a notion is a ...
Chunyu Yang , Qingling Zhang, Linna Zhou: Strongly absolute stability problem of descriptor systems: Circle criterion. J. Frankl.
This paper considers a Lur'e-type descriptor system (LDS) which is a feedback system whose forward path is a single-input and single-output linear ...