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Functionally commutative matrices and matrices with constant eigenvectors |
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| Authors: | H. I. Freedman |
| Affiliation: | a Department of Mathematics, University of Alberta, Canada |
| Abstract: | Several theorems are proved showing when a functionally commutative matrix must have a set of constant eigenvectors. Theorems for the converse implication are also given. Counterexamples to both implications in the general case are shown. |
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