Canonical form of reduced 3-by-3 matrix with one characteristic root and with some zero subdiagonal elements (Q2337124)
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| Language | Label | Description | Also known as |
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| English | Canonical form of reduced 3-by-3 matrix with one characteristic root and with some zero subdiagonal elements |
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Canonical form of reduced 3-by-3 matrix with one characteristic root and with some zero subdiagonal elements (English)
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19 November 2019
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Summary: A canonical form for a reduced matrix of order 3 with one characteristic root and with some zero subdiagonal elements is constructed. Thus, the problem of classification with respect to semiscalar equivalence of a selected set of polynomial matrices is solved.
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semiscalar equivalence
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polynomial matrices
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canonical form
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