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International Journal of Control Volume 20, 1974 - Issue 1
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Original Articles

Non-minimal LCR multiports

H. H. ROSENBROCK Control Systems Centre, University of Manchester Institute of Science and Technology, Manchester, U.K.
Pages 1-16 | Received 16 Oct 1973, Published online: 22 Oct 2007

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BRUNO MAIONE & BIAGIO TURCHIANO. (1986) Input- and output-decoupling structural zeros of linear systems described by Rosenbrock's polynomial matrices. International Journal of Control 44:6, pages 1641-1659.
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A. C. PUGH. (1976) The McMillan degree of a polynomial system matrix†. International Journal of Control 24:1, pages 129-135.
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Articles from other publishers (10)

Ton Geerts. (1996) Higher-order continuous-time implicit systems: Consistency and weak consistency, impulse controllability, geometric concepts, and invertibility properties. Linear Algebra and its Applications 244, pages 203-253.
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M. Kuijper & J.M. Schumacher. (1993) Input-output structure of linear differential/algebraic systems. IEEE Transactions on Automatic Control 38:3, pages 404-414.
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H.H. Rosenbrock. 1992. Concise Encyclopedia of Modelling & Simulation. Concise Encyclopedia of Modelling & Simulation 67 69 .
M. Kuijper & J.M. Schumacher. (1991) Minimality of descriptor representations under external equivalence. Automatica 27:6, pages 985-995.
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M. Kuijper & J. M. Schumacher. (1990) Realization of Autoregressive Equations in Pencil and Descriptor Form. SIAM Journal on Control and Optimization 28:5, pages 1162-1189.
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Chen Zhaolin, Hong Huimin & Zhang Jifeng. (2009) Controllability of generalised dynamical systems with constrained control. The Journal of the Australian Mathematical Society. Series B. Applied Mathematics 30:1, pages 69-78.
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G. Conte & A. Perdon. (1982) Generalized state space realizations of non-proper rational transfer functions. Systems & Control Letters 1:4, pages 270-276.
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G. Verghese, B. Levy & T. Kailath. (1981) A generalized state-space for singular systems. IEEE Transactions on Automatic Control 26:4, pages 811-831.
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H. H. Rosenbrock. 1980. Geometrical Methods for the Theory of Linear Systems. Geometrical Methods for the Theory of Linear Systems 233 255 .
H.H. Rosenbrock. (1974) Redundancy in Linear, Time-Invariant, Finite-Dimensional Systems. IFAC Proceedings Volumes 7:1, pages 107-124.
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