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)

Real Linear Algebra, Monographs and Textbooks in Pure and Applied Mathematics

A. Fekete

1985

Highly Influential

3 Excerpts

Grassmann matrices, determinantal assignment problem and approxi

C. I. Byrnes

ed.). North Holland, pp. 307–312

2007

Finite Dimensional Multilinear Algebra

M. Marcus

Linear Algebra Appl.,

1973

2 Excerpts

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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}
}