论文标题
在类似埃尔米特的歧管上的切向真实的曲面
Tangential real hypersurfaces on Hermite-like manifolds
论文作者
论文摘要
检查了几乎类似Hermite的歧管的非分类真实的超曲面。引入了切向真实的曲面，并获得了此类超曲面的主要身份。在这些身份的帮助下，讨论了某些类型的接触度量结构，即K结合和固定案例。
Non-degenerate real hypersurfaces of almost Hermite-like manifolds are examined. Tangential real hypersurfaces are introduced and the main identities of such hypersurfaces are obtained. With the help of these identities, contact metric structures of certain kinds, namely K-contact and cosymplectic cases, are discussed.
