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Irreducible lengths of
trivectors of rank seven and eight
Roy Westwick |
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Vol. 80 (1979), No. 2, 575–579
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Abstract |
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We determine the irreducible length of complex trivectors of rank less than or equal to eight. The irreducible length is invariant under the action induced by the general linear group on the underlying complex vector space. A classification under this action is available where representatives are explicitly given for each equivalence class and it is the lengths of these representatives which are determined. |
Mathematical Subject Classification 2000
Primary: 15A75
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Milestones
Received: 9 March 1977
Revised: 6 April 1978
Published: 1 February 1979
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Authors |
| Roy Westwick | |
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