A study of a quadratic almost complete intersection ideal and its linked Gorenstein ideal

Rachel Diethorn, Sema Güntürkün, Alexis Hardesty +4

We examine the ideal $I=(x_1^2,\dots ,x_n^2,(x_1+\cdots +x_n{)}^2)$ in the polynomial ring $Q=k[x_1,\dots ,x_n]$, where $k$ is a field of characteristic zero or greater than $n$. We…