论文标题
在无限期的Sasakian统计歧管上的光明几何形状上
On Lightlike Geometry of Indefinite Sasakian Statistical Manifolds
论文作者
论文摘要
在这项研究中，我们介绍了无限期的无限期萨萨基统计歧管的无限期的萨萨基统计歧管和光明的超曲面。在不确定的sasakian歧管的轻度性超表面中，引起的几何对象之间的某些关系在诱导的几何对象之间。还提供了一些与这些概念有关的示例。最后，我们证明了无限期的Sasakian统计歧管的灯光般的灯光属词是无限期的Sasakian统计歧管。
In this study, we introduce indefinite sasakian statistical manifolds and lightlike hypersurfaces of an indefinite sasakian statistical manifold. Some relations among induced geometrical objects with respect to dual connections in a lightlike hypersurface of an indefinite sasakian manifold are obtained. Some examples related to these concepts are also presented. Finally, we prove that an invariant lightlike submanifold of indefinite sasakian statistical manifold is an indefinite sasakian statistical manifold.
