论文标题
由强稳定的二次单元产生的戈伦斯坦环
Gorenstein rings generated by strongly stable sets of quadratic monomials
论文作者
论文摘要
我们表征了所有哥伦斯坦环由第二级的稳定单元组产生的所有Gorenstein环。我们在几种情况下计算了他们的希尔伯特系列，这也为Migliore和Nagel的问题提供了答案。
We characterize all Gorenstein rings generated by strongly stable sets of monomials of degree two. We compute their Hilbert series in several cases, which also provides an answer to a question by Migliore and Nagel.
