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Congruence of
two-dimensional subspaces in M2(K) (characteristic 2)
B. Corbas and G.D. Williams |
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Vol. 188 (1999), No. 2, 237–249
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Abstract |
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Two-dimensional subspaces of M2(K) are here classified up to congruence, K being any field of characteristic 2. This complements the authors’ earlier solution of the problem over fields of characteristic ≠2. There is again a corresponding conclusion for the structure of a certain class of local rings. |
Milestones
Received: 11 August 1997
Published: 1 March 1999
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Authors |
| B. Corbas | |
| University of Reading Reading RG6 6AX England |
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| G.D. Williams | |
| University of Reading Reading RG6 6AX England |
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