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arXiv 0902.2315math.DS
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关于捏负曲流形中非均匀格的增长性

On the growth of nonuniform lattices in pinched negatively curved manifolds

Françoise Dal'Bo, Marc Peigné, Jean-Claude Picaud, Andrea Sambusetti

摘要:

研究了紧致负曲流形中体积的指数增长性与其格的临界指数之间的关系。这些对象有一个漫长而有趣的故事,并且与流形的测地流的几何和动力学性质密切相关。

英文摘要:

We study the relation between the exponential growth rate of volume in a pinched negatively curved manifold and the critical exponent of its lattices. These objects have a long and interesting story and are closely related to the geometry and the dynamical properties of the geodesic flow of the manifold .

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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