论文标题
d-homothothing固定，弱$（κ，μ）$ - 接触度量空间上的结构
D-homothetically fixed, weakly $(κ, μ)$-structures on contact metric spaces
论文作者
论文摘要
接触度量$（κ，μ）$ - 空间是Sasakian空间的概括。我们引入了薄弱的$（κ，μ）条件，作为K-contact元素的概括，并表明在较弱的广义K-contact几何形状设置中，许多已知的Sasakian几何形状的已知结果。特别是，我们证明存在K-contact和$（κ，μ= 2）$ - 在Boeckx不变的某些条件下结构。
Contact metric $(κ,μ)$-spaces are generalizations of Sasakian spaces. We introduce a weak $(κ,μ)$ condition as a generalization of the K-contact one and show that many of the known results from generalized Sasakian geometry hold in the weaker generalized K-contact geometry setting. In particular, we prove existence of K-contact and $(κ,μ=2)$-structures under some conditions on the Boeckx invariant.
