论文标题
顺序扭曲的产品子曼膜的因子为全态，完全真实和尖锐的倾斜度
Sequential warped product submanifolds having factors as holomorphic, totally real and pointwise slant
论文作者
论文摘要
我们介绍了Kaehler歧管的顺序扭曲产品子序列，提供了示例并为此类子手机制定了Chen的不平等。还研究了平等案例。此外，通过激发劳森（Lawson）和西蒙斯（Lawson）的整体库伦特（Currrent）的定理，我们发现了顺序扭曲的产品子manifold的类似捏合不平等，并在满足平等案例时获得几何结果。
We introduce sequential warped product submanifolds of Kaehler manifolds, provide examples and establish Chen's inequality for such submanifolds. The equality case is also studied. Moreover, by inspiring Lawson and Simons's integral currrent's theorem on a submanifold, we find a similar pinching inequality for a sequential warped product submanifold and obtain geometric results when the equality case is satisfied.
