MODIFIED PADE APPROXIMATION TECHNIQUES FOR THE REDUCTION OF DISCRETE-TIME SYSTEMS.

Y. Shamash

MODIFIED PADE APPROXIMATION TECHNIQUES FOR THE REDUCTION OF DISCRETE-TIME SYSTEMS.

Y. Shamash

Electrical Engineering

Research output: Contribution to conference › Paper › peer-review

Abstract

Pade-type methods, used for the reduction of continuous time systems, are extended to the reduction of discrete-time systems. One method discussed in detail is the ″mixed″ method based on the retention of the dominant modes of the system and the fitting of the time-moments. The method has the important property of stability preservation.

Original language	English
Pages	226-229
Number of pages	4
State	Published - 1977
Event	Proc of the Midwest Symp on Circuits and Syst, 20th, Tex Tech Univ - Lubbock, TX, USA Duration: Aug 15 1977 → Aug 17 1977

Conference

Conference	Proc of the Midwest Symp on Circuits and Syst, 20th, Tex Tech Univ
City	Lubbock, TX, USA
Period	08/15/77 → 08/17/77

Cite this

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title = "MODIFIED PADE APPROXIMATION TECHNIQUES FOR THE REDUCTION OF DISCRETE-TIME SYSTEMS.",

abstract = "Pade-type methods, used for the reduction of continuous time systems, are extended to the reduction of discrete-time systems. One method discussed in detail is the ″mixed″ method based on the retention of the dominant modes of the system and the fitting of the time-moments. The method has the important property of stability preservation.",

author = "Y. Shamash",

year = "1977",

language = "English",

pages = "226--229",

note = "Proc of the Midwest Symp on Circuits and Syst, 20th, Tex Tech Univ ; Conference date: 15-08-1977 Through 17-08-1977",

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AU - Shamash, Y.

PY - 1977

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N2 - Pade-type methods, used for the reduction of continuous time systems, are extended to the reduction of discrete-time systems. One method discussed in detail is the ″mixed″ method based on the retention of the dominant modes of the system and the fitting of the time-moments. The method has the important property of stability preservation.

AB - Pade-type methods, used for the reduction of continuous time systems, are extended to the reduction of discrete-time systems. One method discussed in detail is the ″mixed″ method based on the retention of the dominant modes of the system and the fitting of the time-moments. The method has the important property of stability preservation.

UR - https://www.scopus.com/pages/publications/0017719414

M3 - Paper

AN - SCOPUS:0017719414

SP - 226

EP - 229

T2 - Proc of the Midwest Symp on Circuits and Syst, 20th, Tex Tech Univ

Y2 - 15 August 1977 through 17 August 1977

ER -

MODIFIED PADE APPROXIMATION TECHNIQUES FOR THE REDUCTION OF DISCRETE-TIME SYSTEMS.

Abstract

Conference

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