论文标题
违反理论的亚区域的全息复杂性
Holographic Complexity of Subregions in the Hyperscaling Violating Theories
论文作者
论文摘要
在本文中，我们使用复杂性等于行动建议，并研究全息复杂性，以超出违反无效边界所包含的时空不同子区域的理论。我们有兴趣计算Wheeler Dewitt贴片与过去以及两侧黑色brane的未来内部之间的交叉点的某些子区域的Onshell动作。更确切地说，我们扩展了参考文献的结果。 \ cite {alishahiha：2018lfv}部分，要超出违反几何形状并找到有限的ONSHELL ACTION，我们定义了适当的反词。我们表明，在计算复杂速率时，动态指数扮演着至关重要的规则，但是在很晚时，复杂性生长的速率与高标准参数无关。
In this paper, we use the complexity equals action proposal and investigate holographic complexity for hyperscaling violating theories on different subregions of space-time enclosed by the null boundaries. We are interested in computing the onshell action for certain subregions of the intersection between the Wheeler DeWitt patch and the past, as well as, the future interior of a two-sided black brane. More precisely, we extend the results of Ref. \cite{Alishahiha:2018lfv} in parts, to hyperscaling violating geometries and to find the finite onshell action, we define the proper counter terms. We show that in computing the rate of complexification the dynamical exponent plays a crucial rule, but, at the late time, rate of the complexity growth is independent of the hyperscaling parameters.
