On reduction of elements of the full matrix superalgebra to a block-diagonal form by conjugation (Q1855407)
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scientific article; zbMATH DE number 1864769
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On reduction of elements of the full matrix superalgebra to a block-diagonal form by conjugation |
scientific article; zbMATH DE number 1864769 |
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On reduction of elements of the full matrix superalgebra to a block-diagonal form by conjugation (English)
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5 February 2003
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A structure of linear operators in the finite-dimensional supercase is considered. In particular, the author gets the sufficient conditions for matrices of these operators to have a block-diagonal form with respect to some basis. An approach is based on the concept of the characteristic polynomial in the supercase.
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full matrix superalgebra
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conjugation
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reduction to block-diagonal form
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0.87455857
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0.8711364
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0.8635292
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0.8575861
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0.8564874
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0.8554443
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0.8541243
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