论文标题
谎言代数的隐居几何形状，带有阿伯利亚的codimension $ 2 $
Hermitian geometry of Lie algebras with abelian ideals of codimension $2$
论文作者
论文摘要
我们研究了关于单型谎言代数的遗体指标，其中包含$ j $ invariant的Abelian Abelian Codimension二的理想，并为所有类似bismutKähler的分类和所有Bismut Torsion-Parallial-Parallel量子都在此类代数上进行分类。
We examine Hermitian metrics on unimodular Lie algebras which contains a $J$-invariant abelian ideal of codimension two, and give a classification for all Bismut Kähler-like and all Bismut torsion-parallel metrics on such Lie algebras.
