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Invertibility of linear dynamical systems over commutative rings

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Author: Raina, A; Karunakaran, T

Advisor: Advisor

Date: 1983

Publisher:
Citation: Automatic

Series/Report no.:
Item Type: Article

Keywords: linear dynamical systems; ideal domain; 2-D systems

Abstract: This correspondence is addressed to the question of invertibility of linear dynamical systems. Specifically, inversion over principal ideal domains is discussed in view of the fact that 2-D systems can be considered as 1-D systems over a principal ideal domain.
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Shankar B. Chavan
Computer Applications Division
Central Library, IIT Delhi
shankar.chavan@library.iitd.ac.in
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NDL
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etd@IISc
IR@IIT Bombay
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Shankar B. Chavan
Computer Applications Division
Central Library, IIT Delhi
shankar.chavan@library.iitd.ac.in
NDLTD
Shodhganga
NDL
ePrints@IISc
etd@IISc
IR@IIT Bombay
NewsClips @IITD
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  • youtube
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