Polynomial Matrix Equivalences: System Transformations And Structural Invariants
IMA JOURNAL OF MATHEMATICAL CONTROL AND INFORMATION(2021)
摘要
The present article is a survey on linear multivariable systems equivalences. We attempt a review of the most significant forms of system equivalence having as a starting point matrix transformations preserving certain aspects of their spectral structure. From a system theoretic point of view, the need for a variety of forms of polynomial matrix equivalences, arises from the fact that different types of spectral invariants give rise to different types of dynamics of the underlying linear system. A historical perspective of the key results and their contributors is also given.
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关键词
linear systems, system equivalence, algebraic methods
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