In this paper,we shall mainly study the essential spectrum of the laplacian on a Riemannian manifold with a pole. There are three sections in this paper.
在本文中,我们主要研究了带有极点的黎曼流形上本质谱的问题,共分三节。
参考来源 - 一类黎曼流形上拉普拉斯算子的本质谱·2,447,543篇论文数据，部分数据来源于NoteExpress
通过不同组织来源的样本质谱图的比较，鉴别出共同的表达模式。
Spectra from different tissue samples can be compared and common patterns of expression identified.
在4.3.4节，我们证明了狄拉克算子在外场中有着对应着无穷远处时零势能极限的自由狄拉克算子的相同的本质谱。
In Sect. 4.3.4 we show that the Dirac operator in an external field has the same essential spectrum as the free Dirac operator provided the potential vanishes at infinity.
利用光干涉的简化模型讨论了动态光散射中光子相关谱测量系统的空间相干性要求的物理本质。
Using a simplified model of light interference, we discussed the physical essence of the spatial coherence demand on a photon correlation spectrum measurement system in dynamic light scattering.
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