Presentation 2002/2/25
An Upper-Bound of Realization Dimension of Separable-Numerator Three-Dimensional Transfer Functions
Atsushi KAWAKAMI,
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Abstract(in English) In this paper, we present an upper-bound of the total of realization dimension of three-dimensional transfer functions (3DTF) whose numerator is the product of three one-dimensional polynomials, by the state-space method. We extend the realization of transfer functions by the state-space method, the similar transformation of systems and the state feedback law, in one-dimensional systems, to the case of three-dimensional systems, so that we realize those 3DTF. By using this method, it can be realized with a minimal dimension with respect to two variables. Moreover, we present an upper-bound of the total of realization dimension.
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Keyword(in English) realization / separable-numerator / three-dimensional transfer functions / state-space method / realization dimension
Paper # CS2001-130
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Committee CS
Conference Date 2002/2/25(1days)
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Language ENG
Title (in Japanese) (See Japanese page)
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Title (in English) An Upper-Bound of Realization Dimension of Separable-Numerator Three-Dimensional Transfer Functions
Sub Title (in English)
Keyword(1) realization
Keyword(2) separable-numerator
Keyword(3) three-dimensional transfer functions
Keyword(4) state-space method
Keyword(5) realization dimension
1st Author's Name Atsushi KAWAKAMI
1st Author's Affiliation Mathematics and Sciences Core Kanazawa Institute of Technology()
Date 2002/2/25
Paper # CS2001-130
Volume (vol) vol.101
Number (no) 669
Page pp.pp.-
#Pages 5
Date of Issue