ROUCHE THEOREM BASED STABlLITY CRITERION
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Abstract
This paper applies Rouche theorem to linear time-invariant system analysis and provides a stability criterion in inequality form for single-input single-output(SISO) systems.Meanwhile,this procedure is extended to multi-input multi-output(MIMO) systems and a sufficient condition of stability for multivariable systems is derived.All the discussion reveals that there is potentiality for Rouche theorem to be applied in system theory.
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