论文标题
实现分级单体理想环模型扭转
Realization of graded monomial ideal rings modulo torsion
论文作者
论文摘要
令$ a $为分级多项式戒指$ \ mathbb {z} [x_1，\ cdots，x_m] \otimesλ[y_1，\ cdots，y_n] $，由单个元素产生的理想产生的理想，带有领先的系数1。扭转元素。
Let $A$ be the quotient of a graded polynomial ring $\mathbb{Z}[x_1,\cdots,x_m]\otimesΛ[y_1,\cdots,y_n]$ by an ideal generated by monomials with leading coefficients 1. Then we constructed a space~$X_A$ such that $A$ is isomorphic to $H^*(X_A)$ modulo torsion elements.
