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Triangulable
subalgebras of Lie p-algebras
David J. Winter |
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Vol. 81 (1979), No. 1, 273–281
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Abstract |
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Triangulability of p-algebras of a Lie p-algebra L is discussed. Necessary and sufficient conditions are determined that the maximal triangulable subalgebras of the p-subalgebras of L be the normalizers of their maximal nilsubalgebras. The maximal triangulable ideals of L are located within a specific interval of a canonical ascending chain of ideal terminating in the solvable radical of L. |
Mathematical Subject Classification 2000
Primary: 17B50
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Milestones
Received: 4 November 1977
Published: 1 March 1979
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Authors |
| David J. Winter | |
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