论文标题
连续的最小值在单型晶格空间上的一些测量理论和动力学特性
Some measure-theoretical and dynamical properties of successive minima on the space of unimodular lattices
论文作者
论文摘要
在本文中，我们研究了晶格基础与连续的最小值之间的关系，并对连续最小值的量度理论分布进行了估计。结果，我们还讨论了一些与更高成功的最小值相关的对数定律。
In this article, we study the relation between lattice basis and successive minima and give an estimate for the measure-theoretical distribution of successive minima. As consequences, we also discuss some logarithm laws associated to higher sucessive minima.
