论文标题
因果范围的相关重新分布
Correlation Redistribution by Causal Horizons
论文作者
论文摘要
Minkowski真空$ | 0 \ rangle_m $，对于惯性观察者而言，这是由林德勒观察者视为热水浴的，这是居住在单个林德勒楔形物中的，这是由于观察者的正常频率的定义在两个类别的正常频率和强度范围之间的自由之间的差异。在自由标量klein-gordon领域的背景下，我们重新访问了惯性观察者爱丽丝和左/右Rindler观察Rob/Antirob之间相关性的问题。我们强调参考数量的分析，例如本地访问和当地无法访问的信息，以及与形成的纠缠密切相关的纠缠措施。我们得出的结论是，仅惯性观察者探测的相关结构，引入林德勒观察者会产生相关重新分布，可以通过形成的纠缠来量化。
The Minkowski vacuum $|0\rangle_M$, which for an inertial observer is devoid of particles, is treated as a thermal bath by Rindler observers living in a single Rindler wedge, as a result of the discrepancy in the definition of positive frequency between the two classes of observers and a strong entanglement between degrees of freedom in the left and right Rindler wedges. We revisit, in the context of a free scalar Klein-Gordon field, the problem of quantification of the correlations between an inertial observer Alice and left/right Rindler observes Rob/AntiRob. We emphasize the analysis of informational quantities, like the locally accessible and locally inaccessible information, and a closely associated entanglement measure, the entanglement of formation. We conclude that, with respect to the correlation structure probed by inertial observers alone, the introduction of a Rindler observer gives rise to a correlation redistribution which can be quantified by the entanglement of formation.
