@inproceedings{4e596b9a6c584d93a95d6b29d5446252,
title = "A weak Kalman decomposition approach for reduced realizations of switched linear systems",
abstract = "We propose a novel reduction approach for switched linear systems with a fixed mode sequence based on subspaces related to the (time-varying) reachable and unobservable spaces. These subspaces are defined in such a way that they can be used to construct a weak Kalman decomposition, which is then in turn used to define a reduced switched linear system with an identical input-output behavior. The proposed method is illustrated with a low dimensional academic example.",
author = "Hossain, {Md Sumon} and Stephan Trenn",
year = "2022",
month = sep,
day = "23",
doi = "10.1016/j.ifacol.2022.09.088",
language = "English",
series = "IFAC-PapersOn line",
publisher = "IFAC",
number = "20",
pages = "157--162",
editor = "{ Kugi}, Andreas and { K{\"o}rner}, {Andreas } and { Kemmetm{\"u}ller}, {Wolfgang } and { Deutschmann-Olek}, Andreas and { Breitenecker}, {Felix } and { Troch}, {Inge }",
booktitle = "10th Vienna International Conference on Mathematical Modelling MATHMOD 2022: Vienna Austria, 27–29 July 2022",
}