Anomaly polynomial of general 6D SCFTs
Anomaly polynomial of general 6D SCFTs
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DOI：
10.1093/ptep/ptu140
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发表时间：
2014-08
影响因子：
3.5
通讯作者：
K. Ohmori;Hiroyuki Shimizu;Yuji Tachikawa;Kazuya Yonekura
中科院分区：
文献类型：
--
作者：
K. Ohmori;Hiroyuki Shimizu;Yuji Tachikawa;Kazuya Yonekura
本文描述了一种根据张量分支上的异常匹配来确定一般6d N=(2,0)和N=(1,0) SCFTs异常多项式的方法。该方法几乎是纯场理论的，可以应用于所有已知的6d scft。我们在许多具体的例子中证明了我们的方法，包括任意类型的N=(2,0)理论和M5膜上的ALE奇点理论，再现了n3行为。通过异常流入对异常多项式m的理论计算结果进行了检验。
We describe a method to determine the anomaly polynomials of general 6d N=(2,0) and N=(1,0) SCFTs, in terms of the anomaly matching on their tensor branches. This method is almost purely field theoretical, and can be applied to all known 6d SCFTs. We demonstrate our method in many concrete examples, including N=(2,0) theories of arbitrary type and the theories on M5 branes on ALE singularities, reproducing the N 3 behavior. We check the results against the anomaly polynomials computed M-theoretically via the anomaly inflow.