Exceptional Lie algebra
http://dbpedia.org/resource/Exceptional_Lie_algebra
In mathematics, an exceptional Lie algebra is a complex simple Lie algebra whose Dynkin diagram is of exceptional (nonclassical) type. There are exactly five of them: ; their respective dimensions are 14, 52, 78, 133, 248. The corresponding diagrams are:
* G2 :
* F4 :
* E6 :
* E7 :
* E8 : In contrast, simple Lie algebras that are not exceptional are called classical Lie algebras (there are infinitely many of them).
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Exzeptionelle Lie-Algebra
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Exceptional Lie algebra
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6573043
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990864659
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In mathematics, an exceptional Lie algebra is a complex simple Lie algebra whose Dynkin diagram is of exceptional (nonclassical) type. There are exactly five of them: ; their respective dimensions are 14, 52, 78, 133, 248. The corresponding diagrams are:
* G2 :
* F4 :
* E6 :
* E7 :
* E8 : In contrast, simple Lie algebras that are not exceptional are called classical Lie algebras (there are infinitely many of them).
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2243