论文标题
复合物2盘上有界的异晶函数
Bounded meromorphic functions on the complex 2-disc
论文作者
论文摘要
我们描述了在复杂的2盘上的有界的，全态的功能，该功能接收到较大的2盘的杂种延伸。这解决了Bickel，Knese，Pascoe和Sola的猜想。关键的技术成分是Zariski的旧定理，介绍了二维常规环中整体封闭的理想。 V2：备注15。
We describe bounded, holomorphic functions on the complex 2-disc, that admit meromorphic extension to a larger 2-disc. This solves a conjecture of Bickel, Knese, Pascoe and Sola. The key technical ingredient is an old theorem of Zariski about integrally closed ideals in 2-dimensional regular rings. v2: Remark 15 is added.
