复双曲空间中测地管道上的Sasakian磁流  

The Sasakian Magnetic Flow on the Geodesic Pipelinesin the Complex Hyperbolic Space

作　　者：王江丽 石青松 

机构地区：[1]贵州大学数学与统计学院,贵州 贵阳

出　　处：《理论数学》2023年第9期2697-2703,共7页Pure Mathematics

摘　　要：在复双曲空间中的测地管道上,有由结构张量诱导的Sasakian磁场。带电粒子在Sasakian磁场中运动会产生具有零结构扭转的轨道。本文研究了它们在测地管道上单位切丛上的磁流,并证明了它们是彼此光滑一致的。In the geodesic pipeline in the complex hyperbolic space, there is a Sasakian magnetic field induced by the structural tensor, and the charged particles move in the Sasakian magnetic field to produce an orbit with zero structural torsion. In this paper, we study their magnetic flows on the geodesic pipeline and show that they are smooth and consistent with each other.

关 键 词：Sasakian磁场 轨道 结构扭转 复双曲空间 

分 类 号：G63[文化科学—教育学]