论文标题
以相等特征为零的可计数优秀本地环的完成
Completions of Countable Excellent Local Rings in Equal Characteristic Zero
论文作者
论文摘要
我们表征了哪个完整的局部（noetherian）环包含有理由的t是可数的优秀本地环S的完成。我们还讨论了从T的最低质量理想到S的最低质量理想的地图的可能性，并且我们证明了一些表征式的结果。
We characterize which complete local (Noetherian) rings T containing the rationals are the completion of a countable excellent local ring S. We also discuss the possibilities for the map from the minimal prime ideals of T to the minimal prime ideals of S and we prove some characterization-style results.
