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International Journal of Control Volume 50, 1989 - Issue 5
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Original Articles

Infinite-frequency structure and a certain matrix Laurent expansion

A. C. PUGH Department of Mathematical Sciences, The University of Technology, Loughborough, Leicestershire, LEU 3UB, U.K
,
E. R. L. JONES Department of Mathematical Sciences, The University of Technology, Loughborough, Leicestershire, LEU 3UB, U.K
,
O. DEMIANCZUK Department of Mathematical Sciences, The University of Technology, Loughborough, Leicestershire, LEU 3UB, U.K
&
G. E. HAYTON Department of Mathematical Sciences, The University of Technology, Loughborough, Leicestershire, LEU 3UB, U.K
Pages 1793-1805 | Received 26 Apr 1989, Published online: 16 May 2007

Citations (9)

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Read on this site (1)

N. P. KARAMPETAKIS, A. C. PUGH & A. I. VARDULAKIS. (1994) Equivalence transformations of rational matrices and applications. International Journal of Control 59:4, pages 1001-1020.
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Articles from other publishers (8)

Sneha Sanjeevini & Dennis S. Bernstein. (2021) Counting Zeros Using Observability and Block Toeplitz Matrices. IEEE Transactions on Automatic Control 66:3, pages 1301-1305.
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Sneha Sanjeevini & Dennis S. Bernstein. (2019) Minimal-delay FIR delayed left inverses for systems with zero nonzero zeros. Systems & Control Letters 133, pages 104552.
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. 2017. A Generalized Framework of Linear Multivariable Control. A Generalized Framework of Linear Multivariable Control 299 307 .
Liansheng Tan. 2017. A Generalized Framework of Linear Multivariable Control. A Generalized Framework of Linear Multivariable Control 293 298 .
Liansheng Tan. 2017. A Generalized Framework of Linear Multivariable Control. A Generalized Framework of Linear Multivariable Control 1 10 .
Petteri Laakkonen & Seppo Pohjolainen. (2009) Finite and Infinite Transmission Zeros for Infinite-Dimensional Systems. IFAC Proceedings Volumes 42:2, pages 124-129.
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Ferdinand SvaricekFerdinand Svaricek. 1995. Zuverlässige numerische Analyse linearer Regelungssysteme. Zuverlässige numerische Analyse linearer Regelungssysteme 219 237 .
A.C. Pugh, D.S. Johnson & G.E. Hayton. (1992) On conditions guaranteeing two polynomial matrices possess identical zero structures. IEEE Transactions on Automatic Control 37:9, pages 1383-1386.
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