论文标题
A型Orlik-Terao代数的Frobenius特征
The Frobenius character of the Orlik-Terao algebra of type A
论文作者
论文摘要
我们提供了对对称组动作的新虚拟描述，该动作涉及SU_2上有序配置空间的共同体学到翻译。我们使用此公式来证明Moseley-Proudfoot-Young猜想。结果，我们获得了A_N型Orlik-terao代数的分级Frobenius特征。
We provide a new virtual description of the symmetric group action on the cohomology of ordered configuration space on SU_2 up to translations. We use this formula to prove the Moseley-Proudfoot-Young conjecture. As a consequence we obtain the graded Frobenius character of the Orlik-Terao algebra of type A_n.
