Non-divergence in the space of lattices

Groups, geometry, and dynamics

article

Nicolas de Saxcé¹ 

[1] CNRS-Université Sorbonne Paris Nord

关键词: Geometry of numbers;    successive minima;    Grayson polygons;    Remez inequality;   

DOI  :  10.4171/ggd/720

学科分类：神经科学

来源: European Mathematical Society

【 摘 要 】

Using Harder–Narasimhan filtrations and Grayson polygons to describe the geometry of the space of lattices, we give a new proof of the Kleinbock–Margulis quantitative non-divergence estimate.

【 授权许可】

CC BY