论文标题
理想之和的复兴急剧结合
A sharp bound for the resurgence of sums of ideals
论文作者
论文摘要
我们证明了一个急剧的上限，用于重新出现涉及变量不相交的理想之和的总和，从而加强了bisui-hà-jayanthan-thomas的工作。为这些作者提出的两个猜想提供了完整的解决方案。对于给定的实际数字$ a $ a和$ b $，我们考虑$ i+j $的可能值的set res $（a，b），其中$ i $和$ j $是分别具有复苏$ a $ a $ a $ a $ a $ a $ a和$ b $的理想选择。讨论了一些有关Res $（A，B）$的问题和部分结果。
We prove a sharp upper bound for the resurgence of sums of ideals involving disjoint sets of variables, strengthening work of Bisui--Hà--Jayanthan--Thomas. Complete solutions are delivered for two conjectures proposed by these authors. For given real numbers $a$ and $b$, we consider the set Res$(a,b)$ of possible values of the resurgence of $I+J$ where $I$ and $J$ are ideals in disjoint sets of variables having resurgence $a$ and $b$, respectively. Some questions and partial results about Res$(a,b)$ are discussed.
