Details the basic theory of polynomial and fractional representation methods for algebraic analysis and synthesis of linear multivariable control systems. It also serves as a self-contained treatise of the mathematical theory so that results and techniques of the ``state space approaches'' for regular and singular systems appear as special cases of a general theory covering the wider class of PMDs of linear systems. Among the topics covered are: real rational vector spaces and rational matrices, pole and zero structure of rational matrices at infinity, proper and omega stable rational fuctions and matrices.

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A. I. G. Vardulakis is the author of Linear Multivariable Control: Algebraic Analysis and Synthesis Methods, published by Wiley.

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Linear Multivariable Control : Algebraic Analysis and Synthesis Methods

Vardulakis, A. I. G.

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