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$xi$-Groups and Hu-Liu Leibniz Algebras | Keqin Liu
; | Date: |
26 Dec 2005 | Subject: | Rings and Algebras | Abstract: | We initiate the study of $xi$-groups and Hu-Liu Leibniz algebras, claim that alomost all simple Leibniz algebras and simple Hu-Liu Leibniz algebras are linear, and establish two passages. One is the passage from a special $mathcal{Z}_2$-graded associative algebra to a Hu-Liu Leibniz algebra. The other one is the passage from a linear $xi$-group to its tangent space which is a Hu-Liu Leibniz algebra. | Source: | arXiv, math/0512577 | Services: | Forum | Review | PDF | Favorites |
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