Details:
Title  Classification of 6dimensional nilpotent Lie algebras over fields of characteristic not 2  Author(s)  Willem A.  Type  Article in Journal  Abstract  Nilpotent 6dimensional Lie algebras over any field of characteristic not 2 are classified. The proof of this classification is essentially constructive: for a given 6dimensional nilpotent Lie algebra L, following the steps of the proof, it is possible to find a Lie algebra M that occurs in the classification, and an isomorphism L → M . In the proof a method due to Skjelbred and Sund is used, along with a method based on Gröbner bases to find isomorphisms.  Keywords  Nilpotent Lie algebras, Classification, Central extensions, Isomorphism testing  ISSN  00218693 
URL 
http://www.sciencedirect.com/science/article/pii/S0021869306005254 
Language  English  Journal  Journal of Algebra  Volume  309  Number  2  Pages  640  653  Year  2007  Note  Computational Algebra  Edition  0  Translation 
No  Refereed 
No 
