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Root locologies and
idempotents of Lie and nonassociative algebras
David J. Winter |
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Vol. 99 (1982), No. 1, 215–230
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Abstract |
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Locological spaces are introduced. The G-locology for a subset R of a group G leads to the symmetric G-topology of R. The connected components of R correspond to ideals of any normal finite dimensional G-graded nonassociative algebra A which, for A an idempotent Lie algebra with set R of roots, are the central primitive idempotents of A. |
Mathematical Subject Classification 2000
Primary: 17B05
Secondary: 17B20
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Milestones
Received: 10 March 1980
Published: 1 March 1982
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Authors |
| David J. Winter | |
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