论文标题
关于全体形态统计歧管的CRSTATISICISI
On CR-statistical submanifolds of holomorphic statistical manifolds
论文作者
论文摘要
在本文中，我们研究了CRSTATISTISTISTION SUBMANIFOLD定义所涉及的分布的一些特性。给出了CR产物在全体形态统计歧管中的表征。通过使用优化技术，我们建立了RICCI曲率与在同一环境空间中任何子序列的平均曲率的平方规范之间建立关系。在这里还讨论了平等案例。本文结束了一些相关的示例。
In the present paper, we investigate some properties of the distributions involved in the definition of a CR-statistical submanifold. The characterization of a CR-product in holomorphic statistical manifolds is given. By using an optimization technique, we establish a relationship between the Ricci curvature and the squared norm of the mean curvature of any submanifold in the same ambient space. The equality case is also discussed here. This paper finishes with some related examples.
