论文标题
Birational Nevanlinna常数，Beta常数和二苯胺近似与封闭式化的近似
Birational Nevanlinna constants, beta constants, and diophantine approximation to closed subschemes
论文作者
论文摘要
在较早的论文（与Min Ru的关节）中，我们证明了对卡地亚分隔剂的二磷抗菌近似的结果，从而扩大了2011年Autissier的结果。最近将其扩展到了Ru和Wang的某些封闭的亚物种（代替除数）。在本文中，我们将此结果扩展到更广泛的封闭式化学。我们还表明，$β（\ Mathscr l，d）$的一些概念重合，并且可以将其评估为限制。
In an earlier paper (joint with Min Ru), we proved a result on diophantine approximation to Cartier divisors, extending a 2011 result of P. Autissier. This was recently extended to certain closed subschemes (in place of divisors) by Ru and Wang. In this paper we extend this result to a broader class of closed subschemes. We also show that some notions of $β(\mathscr L,D)$ coincide, and that they can all be evaluated as limits.
