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Algorithms for Expansion and Inversion of Davis’ z -Domain Continued Fractions
Ramaswami Parthasarathy
Published in
1987
Volume: 34
   
Issue: 8
Pages: 945 - 948
Abstract
Davis [4] has given an expansion of a function into a continued fraction in terms of the forward difference z -1 and the backward difference 1 - z -1, functions on an alternating basis. Algorithms, novel and computationally efficient, for implementing this new z-domain continued fraction are presented in this brief. These procedures are direct extensions of the algorithms developed earlier for continuous systems [6], [7], Examples are included. © 1987 IEEE
About the journal
JournalIEEE Transactions on Circuits and Systems
ISSN00984094
Open AccessNo
Concepts (8)
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    Computer programming - algorithms
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    CONTROL SYSTEMS, DISCRETE TIME - STABILITY
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    CONTINUED FRACTIONS
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    EXPANSION AND INVERSION
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    MIRROR-IMAGE POLYNOMIAL
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    Z-DOMAIN
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    Z-HURWITZ POLYNOMIAL
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    Mathematical techniques