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Efficient algorithm for reduction by continued-fraction expansion about s = 0 and s = a

Efficient algorithm for reduction by continued-fraction expansion about s = 0 and s = a

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An algorithm is given for model reduction by continued-fraction expansion about the origin and a general point. It is seen to be more efficient than the existing method and has the advantage of also generating biased models. An example illustrates its use.

References

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      • S.C. Chuang . Application of continued-fraction method for modelling transfer functions to give more accurate initial transient response. Electron. Lett. , 861 - 863
    2. 2)
      • J. Pal . Comment on system reduction by Cauer continued-fraction expansion about s = a and s = ∞ alternately. Electron. Lett. , 1009 - 1010
    3. 3)
      • T.N. Lucas . Continued-fraction algorithm for biased model reduction. Electron. Lett. , 444 - 445
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      • T.N. Lucas . Linear system reduction by continued-fraction expansion about s = 0 and s = a alternately. Electron. Lett. , 244 - 246
    5. 5)
      • Parathasarathy , K.N. Jayasimha . System reduction by Cauer continued-fraction expansion about s = a and s = ∞ alternately. Electron. Lett. , 376 - 378
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      • R. Parthasarathy , S. John . System reduction using Cauer continued-fraction expansion about s = 0 and s = ∞ alternately. Electron. Lett. , 261 - 262
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