论文标题
带有berger型变形的sasaki指标的切线捆绑包上的一些谐波问题
Some harmonic problems on the tangent bundle with a Berger-type deformed Sasaki metric
论文作者
论文摘要
令$（m_ {2k}，φ，g）$为几乎是反帕拉米特歧管，$（tm，g_ {bs}）$是其切线捆绑包，带有berger型变形的sasaki sasaki metric $ g_ {bs {bs} $。在本文中，我们处理了规范投影$π的谐波：tm \ rightarrow m $和矢量字段$ξ$，该$被视为地图$ξ：m \ rightarrow tm $。
Let $(M_{2k},φ,g)$ be an almost anti-paraHermitian manifold and $(TM,g_{BS})$ be its tangent bundle with a Berger type deformed Sasaki metric $g_{BS}$. In this paper, we deal with the harmonicity of the canonical projection $π:TM\rightarrow M$ and a vector field $ξ$ which is considered as a map $ξ:M\rightarrow TM$.
