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Correspondence

On the time moments of discrete systems

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Pages 1227-1228 | Received 26 Aug 1981, Published online: 08 Mar 2007

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Chyi Hwang & Chee‐Fai Yung. (1990) A generalized Cauer third continued‐fraction expansion and its application to model reduction. Journal of the Chinese Institute of Engineers 13:6, pages 633-653.
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CHING-SHIEH HSIEH & HYI HWANG. (1990) Model reduction of linear discrete-time systems using bilinear Schwarz approximation. International Journal of Systems Science 21:1, pages 33-49.
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Articles from other publishers (9)

V. P. Meena, Lalbihari Barik & V. P. Singh. (2022) Markov-Parameters and Time-Moments Based Approximation of Discrete Interval Systems. Markov-Parameters and Time-Moments Based Approximation of Discrete Interval Systems.
V. P. Meena, P. Naresh & V. P. Singh. (2022) Model Order Reduction of Cuk Converter in Discrete Domain using Time Moments and Markov Parameters. Model Order Reduction of Cuk Converter in Discrete Domain using Time Moments and Markov Parameters.
A. P. Padhy, V. Singh & V. P. Singh. (2021) Model Order Reduction of Discrete Time Interval System Based on Time Moment Matching. Automatic Control and Computer Sciences 55:S1, pages 77-88.
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Vinay Pratap Singh & Dinesh Chandra. (2011) Model reduction of discrete interval system using dominant poles retention and direct series expansion method. Model reduction of discrete interval system using dominant poles retention and direct series expansion method.
Natthoo Lal Prajapati & Dinesh Chandra. (2006) Genetic Algorithm based Approximants for Discrete Time Systems: A Computer-Aided Approach. Genetic Algorithm based Approximants for Discrete Time Systems: A Computer-Aided Approach.
Chyi Hwang. (1987) Weighted time-moments of discrete-time systems. IEEE Transactions on Automatic Control 32:3, pages 249-251.
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G. A. Van Zee, W. M. M. Schinkel & O. H. Bosgra. (1987) Estimation of the transfer function, time moments, and model parameters of a flow process. AIChE Journal 33:2, pages 341-346.
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Y. Bistritz & U. Shaked. (1984) Discrete multivariable system approximations by minimal Pade-type stable models. IEEE Transactions on Circuits and Systems 31:4, pages 382-390.
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A. Bultheel. 1984. Mathematical Theory of Networks and Systems. Mathematical Theory of Networks and Systems 130 148 .

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