Approximate pole placement by involution and vector decomposition

Abstract

In this paper, we consider some new tools and results for the approximate pole placement problem. This problem is related to solving a least distance problem from the Grassmann variety. When this variety is defined by a single quadratic, it entails an additional structure for a related vector space equipped with an involution. This implies a canonical… (More)
DOI: 10.1093/imamci/dnv007

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Cite this paper

@article{Leventides2016ApproximatePP, title={Approximate pole placement by involution and vector decomposition}, author={John Leventides and Kollias Iraklis}, journal={IMA J. Math. Control & Information}, year={2016}, volume={33}, pages={859-871} }