论文标题
ADS通量真空的各个方面具有整数形式的保形尺寸
Aspects of AdS flux vacua with integer conformal dimensions
论文作者
论文摘要
DGKT真空吸尘器是一类ADS $ _4 $通量真空吸尘器，显示完整的模量稳定，参数控制和量表的参数分离。模量的特定质量明显地引起了可能的全息二元二元光谱中的整数形成尺寸。在本说明中，我们评论具有整数形成尺寸的ADS通量真空吸尘器的两个属性。首先，对于模量，有多项式的时空依赖性偏移对称性。其次，可以直接从近距离交流的d-brane域壁上的近距离的几何形状直接推导中央电荷和模量的领先尺度。我们在几个ADS $ _4 $和ADS $ _3 $参数通量真空吸尘器的示例中说明了这一点。
The DGKT vacua are a class of AdS$_4$ flux vacua showing full moduli stabilization, parametric control, and a parametric separation of scales. The particular masses of the moduli remarkably give rise to integer conformal dimensions in the light spectrum of the would-be holographic duals. In this note, we comment on two properties for AdS flux vacua with integer conformal dimensions. First, there are polynomial spacetime-dependent shift symmetries for the moduli. Secondly, the leading scalings of the central charge and the moduli can be directly deduced from the near-horizon geometry of stacks of orthogonally-intersecting D-brane domain walls dual to the unbounded fluxes. We illustrate this in a couple of examples of AdS$_4$ and AdS$_3$ parametric flux vacua.
