论文标题
随机晶格的转子和标志上的平均值公式
Mean value formulas on sublattices and flags of the random lattice
论文作者
论文摘要
我们将Siegel积分公式（[10]）的扩展（将随机晶格的向量计数）计算到计数其sublattices和标志的上下文中。也许令人惊讶的是，事实证明，许多兴趣与无限差异。
We present the extensions of the Siegel integral formula ([10]), which counts the vectors of the random lattice, to the context of counting its sublattices and flags. Perhaps surprisingly, it turns out that many quantities of interest diverge to infinity.
