论文标题
三维（PARA）接触度量的分类结果和几乎（PARA）均匀$（κ，μ）$ - 空间
Classification results for three-dimensional (para)contact metric and almost (para)cosymplectic $(κ,μ)$-spaces
论文作者
论文摘要
它的概述概述了有关接触度量的分类，几乎均匀的和几乎kenmotsu $（κ，μ）$ - 歧管的结果。在尺寸三的情况下，可以全面描述接触度量或几乎均匀$（κ，μ）$ - 空间的结构。本文的第二部分介绍了三维paracontact公制和几乎偏神经的$（κ，μ）$ - 空间。对于每一个可能的$κ$，都有paracontact公制$（κ，μ）$ - $（κ，μ）$的局部分类，几乎是paracosymplectic $（κ，μ）$ - 空间。
It is provided an overview of existed results concerning classification of contact metric, almost cosymplectic and almost Kenmotsu $(κ,μ)$-manifolds. In the case of dimension three it is described in full details structure of contact metric or almost cosymplectic $(κ,μ)$-spaces. The second part of the paper addresses three-dimensional paracontact metric and almost paracosymplectic $(κ,μ)$-spaces. There is obtained local classification of paracontact metric $(κ,μ)$-spaces, and almost paracosymplectic $(κ,μ)$-spaces, for every possible value of $κ$.
