Interpretation of non-minimum phase system with extension to time-varying case

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Interpretation of non-minimum phase system with extension to time-varying case

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A time-domain interpretation of the property of non-minimum phase discrete-time systems is given. Our result is based on the singular-value decomposition of the matrix relating the system input and output. This approach provides a clear geometrical interpretation of the property of a non-minimum phase system, which can also be readily applied to the time-varying case.

Inspec keywords: singular value decomposition; time-varying systems; discrete time systems; time-domain analysis

Other keywords: singular-value decomposition; geometrical interpretation; system input-output relation; time-domain interpretation; time-varying case; discrete-time systems; nonminimum phase system

Subjects: Discrete control systems; Time-varying control systems; Control system analysis and synthesis methods

References

    1. 1)
      • G.H. Golub , C.F. Van Loan . (1989) Matrix computations.
http://iet.metastore.ingenta.com/content/journals/10.1049/el_19960162
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