论文标题
零集和无销钉型定理用于切片常规Quaternionic多项式
Zero sets and Nullstellensatz type theorems for slice regular quaternionic polynomials
论文作者
论文摘要
我们研究了几个季度变量中的切片常规多项式的消失集。我们获得了两个变量的消失集的几何描述，这在Quaternionic设置中导致了强烈的Hilbert Nullstellensatz的新版本。
We study the vanishing sets of slice regular polynomials in several quaternionic variables. We obtain a geometric description of the vanishing sets in two variables, which leads to a new version of the Strong Hilbert Nullstellensatz in the quaternionic setting.
