Chen, W., Anderson, B. D. O., Deistler, M., & Filler, A. (2011). Properties of Blocked Linear Systems. In Proceedings of 18th IFAC World Congress (pp. 4558–4563). Elsevier. https://doi.org/10.3182/20110828-6-it-1002.01323
E105-02 - Forschungsbereich Ökonometrie und Systemtheorie
-
Published in:
Proceedings of 18th IFAC World Congress
-
Volume:
44
-
Date (published):
Jan-2011
-
Event name:
18th IFAC World Congress (International Federation of Automatic Control)
-
Event date:
28-Aug-2011 - 2-Sep-2011
-
Event place:
Mailand, Italy
-
Number of Pages:
6
-
Publisher:
Elsevier
-
Keywords:
General Economics, Econometrics and Finance
-
Abstract:
This paper presents a systematic study on the properties of blocked linear systems that are resulted from blocking discrete-time linear time invariant systems. The main idea is to explore the relationship between the blocked and the unblocked systems. Existing results are reviewed and a number of important new results are derived. Focus is given particularly on the zero properties of the blocked system as no such a study has been found in the literature.