WYGLADZANIE NA BIEZACO DLA UKLADOW DYSKRETNYCH W CZASIE JAKO PROBLEM FILTRACJI.

Ryszard Gessing

WYGLADZANIE NA BIEZACO DLA UKLADOW DYSKRETNYCH W CZASIE JAKO PROBLEM FILTRACJI.

Translated title of the contribution: Current Smoothing for Discrete-Time Systems as a Filtering Problem.

Ryszard Gessing

Faculty of Automatic Control, Electronics And Computer Science (RAU)

Research output: Contribution to journal › Article › peer-review

Abstract

It is shown that making use of the concept of extended state and modifying system equations, the problem of current smoothing of the past states of a discrete system can be transformed to a filtering problem. A solution to the smoothing problem is obtained through the application of the Kalman filter formulae to the modified state equations. A solution to the fixed-point smoothing problem is also derived.

Translated title of the contribution	Current Smoothing for Discrete-Time Systems as a Filtering Problem.
Original language	Polish
Pages (from-to)	259-263
Number of pages	5
Journal	Arch Automat Telemech
Volume	29
Issue number	3
Publication status	Published - 1984

ASJC Scopus subject areas

General Engineering

Cite this

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title = "WYGLADZANIE NA BIEZACO DLA UKLADOW DYSKRETNYCH W CZASIE JAKO PROBLEM FILTRACJI.",

abstract = "It is shown that making use of the concept of extended state and modifying system equations, the problem of current smoothing of the past states of a discrete system can be transformed to a filtering problem. A solution to the smoothing problem is obtained through the application of the Kalman filter formulae to the modified state equations. A solution to the fixed-point smoothing problem is also derived.",

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year = "1984",

language = "polski",

volume = "29",

pages = "259--263",

journal = "Arch Automat Telemech",

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T1 - WYGLADZANIE NA BIEZACO DLA UKLADOW DYSKRETNYCH W CZASIE JAKO PROBLEM FILTRACJI.

AU - Gessing, Ryszard

PY - 1984

Y1 - 1984

N2 - It is shown that making use of the concept of extended state and modifying system equations, the problem of current smoothing of the past states of a discrete system can be transformed to a filtering problem. A solution to the smoothing problem is obtained through the application of the Kalman filter formulae to the modified state equations. A solution to the fixed-point smoothing problem is also derived.

AB - It is shown that making use of the concept of extended state and modifying system equations, the problem of current smoothing of the past states of a discrete system can be transformed to a filtering problem. A solution to the smoothing problem is obtained through the application of the Kalman filter formulae to the modified state equations. A solution to the fixed-point smoothing problem is also derived.

UR - https://www.scopus.com/pages/publications/0021661952

M3 - Artykuł

AN - SCOPUS:0021661952

VL - 29

SP - 259

EP - 263

JO - Arch Automat Telemech

JF - Arch Automat Telemech

IS - 3

ER -

WYGLADZANIE NA BIEZACO DLA UKLADOW DYSKRETNYCH W CZASIE JAKO PROBLEM FILTRACJI.

Abstract

ASJC Scopus subject areas

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