论文标题
反式ir流向黑洞的奇异点
Trans-IR Flows to Black Hole Singularities
论文作者
论文摘要
我们研究了全息重新归一化组（RG）的分析连续性，而不是其红外（IR）固定点。这种“反式IR”流是描述黑洞内部物理的自然框架。首先，我们构建了单调全息$ a $ function，该功能沿着跨IR流量计算自由度。使用此功能，我们认为自由度“稀薄”并消失在以卡斯纳奇异性为代表的跨IR端点时消失。然后，我们以trans-ir流的语言进行了充分研究的量子信息探测，发现体积的纠缠和复杂性通常无法完全探测trans-ir，而行动的2点相关性和复杂性通常以互补的方式进行。
We study analytic continuations of holographic renormalization group (RG) flows beyond their infrared (IR) fixed points. Such "trans-IR" flows are a natural framework for describing physics inside of black holes. First, we construct a monotonic holographic $a$-function which counts degrees of freedom along a trans-IR flow. Using this function, we argue that the degrees of freedom "thin out" and vanish when flowing to a trans-IR endpoint, represented by a Kasner singularity. We then recast well-studied quantum information probes in the language of trans-IR flows, finding that entanglement and complexity from volume generally fail to fully probe the trans-IR while 2-point correlations and complexity from action generally do so in a complementary manner.
