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Original Articles

A New Method for Modelling of Large Scale Interval Systems

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Pages 423-430 | Published online: 26 Mar 2015

REFERENCES

  • B Bandhopadhyaya, U Ismail & R Gorez, Routh-Pade Approximation for Interval Systems, IEEE trans on Automatic Control, vol 39, pp 2454–2456, 1994.
  • B Bandhopadhyaya, γ - δ Routh Approximations for Interval Systems, IEEE trans on Automatic Control, vol 42, no 8, pp 1127–1130, 1997.
  • Hutton MF & Friedland, Routh approximations for reducing order of Linear, time-invariant systems, IEEE trans on Automatic Control, AC 20, pp 329–337, 1975.
  • Y Shamash, Model reduction using Routh stability criterion and the Pade Approximation Technique, Int Journal of Control, vol 21, pp 475–488, 1975.
  • Chen C F & Shieh, A Novel approach to linear model simplification, Int Journal of Control, no 11, pp 717–739.
  • L S Shieh & Y J Wei, A Mixed Method for Multivariable System Reduction, IEEE trans on Automatic Control, pp 429–432, June 1975.
  • V L Kharitonov, Asymptotic stability of an equilibrium position of a family of system of Linear Differential equation, Differential'Nye uraveniya, vol 14, no 11, pp 1483–1485, 1978.
  • B Ross Barmish, A Generalisation of Kharitonov's Four polynomial concept for robust stability problem with linearly dependent coefficient perturbations, IEEE trans on Automatic Control, vol 34, no 2, pp 157–163, 1989.

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