Algorithms, Volume 14, Issue 9
2021 September - 22 articles
Cover Story: Mathematical models of dynamical systems often depend on physical parameters. In order to use such models in simulations as well as for observer or controller design, these parameters must be known. While it may be possible to measure some of them directly, other parameters have to be determined using experiments with the real system. This is only possible if these parameters are structurally identifiable. In order to test this property of the mathematical model, an algebraic approach is discussed, which is based on the indistinguishability of system states. This method differs from existing approaches that use the systems input–output equations. View this paper - Issues are regarded as officially published after their release is announced to the table of contents alert mailing list .
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