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Complete classifications of generalized kac-moody algebras possessing special imaginary roots and strictly imaginary property

机译:具有特殊虚部根和严格虚部性质的广义kac-moody代数的完整分类

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摘要

In this article, we consider all generalized Kac-Moody algebras (GKM algebras) for the purpose of finding out special imaginary roots and strictly imaginary roots. We give a complete classification of GKM algebras possessing special imaginary roots and also give a complete classification of GKM algebras possessing strictly imaginary property (GKM algebras whose imaginary roots are strictly imaginary). We also conclude that the Monster Lie algebra has no special imaginary root and does not satisfy strictly imaginary property.
机译:在本文中,我们考虑所有广义Kac-Moody代数(GKM代数),以找出特殊的虚根和严格虚根。我们给出了具有特殊假想根的GKM代数的完整分类,并且给出了具有严格假想性质的GKM代数(其假想根是严格虚数的GKM代数)的完整分类。我们还得出结论,Monster Lie代数没有特殊的假想根,也不满足严格的假想性质。

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