论文标题
矩角复合物相对于坐标subtori
Equivariant cohomology of moment-angle complexes with respect to coordinate subtori
论文作者
论文摘要
我们计算了矩角组合$ h^*_ {t_i}（\ mathcal z_k）$ MOMMEN-YENGLE COMPLEFSES $ \ MATHCAL z_k $的$ H^*_ {我们给出了$ \ Mathcal z_k $的等效形式的标准，并为标志复合物和图形的情况获得规格。
We compute the equivariant cohomology $H^*_{T_I}(\mathcal Z_K)$ of moment-angle complexes $\mathcal Z_K$ with respect to the action of coordinate subtori $T_I \subset T^m$. We give a criterion for the equivariant formality of $\mathcal Z_K$ and obtain specifications for the cases of flag complexes and graphs.
