论文标题
b_n拟南期伪卡勒结构
B_n-generalized pseudo-Kahler structures
论文作者
论文摘要
我们在一个奇怪的courant algebroid e上定义了B_N征收伪 - 甲米和B_n征收伪卡勒的结构。代数。我们描述了B_N类型的B_N的左b_n伪造伪卡勒结构，而二，三和四的谎言组上的谎言组。
We define the notions of B_n-generalized pseudo-Hermitian and B_n-generalized pseudo-Kahler structures on an odd exact Courant algebroid E. When E is in the standard form (or of type B_n) we express these notions in terms of classical tensor fields on the base of E. This is analogous to the bi-Hermitian viewpoint on generalized Kahler structures on exact Courant algebroids. We describe left-invariant B_n-generalized pseudo-Kahler structures on Courant algebroids of type B_n over Lie groups of dimension two, three and four.
