论文标题
在KS黑洞的树枝上
On branches of the KS black hole
论文作者
论文摘要
Klebanov-strassler黑洞是全息双重双重二元组至$ {\ cal n} = 1 $ supersymmetric $ su（n）\ times su（n+m）$ cascading仪表理论等离子体，具有自发折断的手性对称性。级联理论的手性对称性破坏部门包含二维3算子和单个维度-7操作员。在Arxiv中构建的黑洞解：1809.08484代表了由一个Dimension-3运算符的缩合触发的不稳定性的终点。我们在这里研究手性对称性扇形部门的准模式的所有三个分支 - 除了在Arxiv：1012.2404中鉴定的一个分支外，没有其他不稳定性。因此，Arxiv的Klebanov-Strassler黑洞解决方案：1809.08484是唯一具有同质和各向同性地平线的klebanov-strassler黑洞，并扰动地连接到手感对称的Klebanov-tseytlin黑洞Arxiv：0706.1768。
The Klebanov-Strassler black hole is a holographic dual to ${\cal N}=1$ supersymmetric $SU(N)\times SU(N+M)$ cascading gauge theory plasma with spontaneously broken chiral symmetry. The chiral symmetry breaking sector of the cascading gauge theory contains two dimension-3 operators and a single dimension-7 operator. The black hole solution constructed in arXiv:1809.08484 represents the end point of the instability triggered by the condensation of one of the dimension-3 operators. We study here all three branches of the quasinormal modes of the chiral symmetry breaking sector -- there are no additional instabilities beyond the one identified in arXiv:1012.2404. Thus, the Klebanov-Strassler black hole solution of arXiv:1809.08484 is the only one with homogeneous and isotropic horizon, perturbatively connected to the chirally symmetric Klebanov-Tseytlin black hole arXiv:0706.1768.
