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In the paper, stable factorization theory and state-space realization have been used to analyze a class of singular system. First the pole-placement problem is analyzed for stabilization of one singular system. Then, parameterization of all simultaneous stabilizing controllers for a set of singular plants has been proposed in term of stable inverses and stable null spaces, which is shown to have a...
This paper investigate stable right inverse and stable right null space for a class of generalized linear systems via the stable fractional theory. Strong Simultaneous stabilization problem for a class of generalized linear systems is discussed in terms of stable right inverse. A design approach of the strong simultaneously stabilization controller is proposed using stable right inverse. A numerical...
Using stable factorization theory and state-space realization, this paper studies the simultaneous stabilization problem for a class of singular system. Stable right inverse and stable right null space are introduced into a class of linear systems via stable factorization theory at first. Then, a new design approach of all simultaneous stabilizing general controllers for a class of singular system...
The paper considers stable right inverse and stable right null space for a class of generalized linear systems via the stable fractional theory. Simultaneous stabilization problem for a class of generalized linear systems is discussed in terms of stable right inverse and stable right null space. A design approach of the simultaneously stabilizing controllers is proposed and parameterized using stable...
Basis on stable fractional theory and state-space realization of generalized systems, the pole-placement problem are analyzed in a single generalized system stabilization at first. Then, parameterization of all simultaneous stabilizing controllers for a set of generalized plants has been proposed in term of stable inverses and stable null spaces, which is shown to have a structure similar to the controller...
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