论文标题
广告校正到Faddeev-Kulish状态：从平坦的半岛迁移
AdS correction to the Faddeev-Kulish state: Migrating from the Flat Peninsula
论文作者
论文摘要
$ \ Mathcal {s} $ - 平面时空的矩阵的红外有限性与Faddeev-Kulish穿着状态绑定，这表明以软光子模式将Fock空间散射状态打扮。我们用广告/CFT的语言为Faddeev-Kulish穿着状态的建筑构建。 ADS时空的一个显着特征是，它是典型的IR调节器无罪释放。将放大限制后，红外差异将形成。我们探索Faddeev-Kulish穿着状态，以解释ADS半径校正。威尔逊系列的调料是对ADS半径校正的Faddeev-Kulish敷料的指导原则。我们构建了Wilson线的模式，以实现\ textit {````Vanilla hkll reconstruction''}的模式。这种简化是由于威尔逊线敷料中使用了软光子模式。我们根据CFT电流运算符绘制ADS半径校正的软光子模式。我们倒转此映射，在Wilson Line Pressing中使用映射，并表达广告半径校正的Faddeev-Kulish穿着状态。
The IR finiteness of $\mathcal{S}$-matrix in flat spacetime is tied to the Faddeev-Kulish dressed state, which suggests dressing the Fock space scattering state with the soft photon modes. We instigate a construction for the Faddeev-Kulish dressed state in the language of AdS/CFT. A salient feature of AdS spacetime is that it acquits itself as a quintessential IR regulator. The IR divergences will take shape after taking the zoomed in limit. We explore the Faddeev-Kulish dressed state to account for the AdS radius corrections. The Wilson line dressing stands as a guiding principle in the study of AdS radius-corrected Faddeev-Kulish dressing. We construct the modes of the Wilson line dressed massive scalar field implementing \textit{``vanilla HKLL reconstruction''} since the field is simply free field. This simplification is owing to the use of soft photon modes in the Wilson line dressing. We map the AdS radius-corrected soft photon modes in terms of CFT current operators. We invert this mapping, use the mapping in the Wilson line dressing, and express the AdS radius-corrected Faddeev-Kulish dressed state.
