Classification of Ordered Type Soliton Metric Lie Algebras by a Computational Approach
arXiv:1310.1694 · doi:10.1155/2013/871930
Abstract
In this study, we classify some soliton nilpotent Lie algebras and possible candidates in dimension 8 and 9 up to isomorphy. We focus on 1 < 2 < ::: < n type of derivations where n is the dimension of the Lie algebras. We present algorithms to generate possible algebra structures.
14 pages