| Authors: | Dodig, Marija Stošić, Marko |
Affiliations: | Mathematical Institute of the Serbian Academy of Sciences and Arts | Title: | GMPCP for one row and one column completion | Journal: | Electronic Journal of Linear Algebra | Volume: | 36 | Issue: | 1 | First page: | 473 | Last page: | 483 | Issue Date: | 21-Jul-2020 | Rank: | M23 | ISSN: | 1537-9582 | DOI: | 10.13001/ela.2020.5203 | Abstract: | In this paper, the possible Kronecker invariants of a matrix pencil obtained by simultaneous one row and one column completion of a given matrix pencil are characterized. This presents a new approach to the General Matrix Pencil Completion Problem (GMPCP), where simultaneous row and column completion is considered. |
Keywords: | Completion of matrix pencils | Kronecker invariants | Partitions of integers | Publisher: | International Linear Algebra Society | Project: | Geometry, Education and Visualization With Applications Geometry and Topology of Manifolds, Classical Mechanics and Integrable Dynamical Systems |
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