论文标题
模块化狄拉克方程
The modular Dirac equation
论文作者
论文摘要
我们介绍了一个新方程式，我们将模块化狄拉克方程称为模块化dirac方程，以查看和重建一个旋转的1/2粒子，位于近乎$ ads_2 $ spacetime的纠缠楔重建范式的中心，我们也研究了该时期的隐藏对称性。研究了Dirac模块化操作员的各种属性：一种广义的tomita-takesaki结构，与模块化狄拉克操作员对数的Schwarzian衍生物的联系，与一个允许的复杂度量的链接，与重新恢复的连接，我们写下了一个模块化的迪拉克方程的lagrangian coremition，我们将目前的comportion consection contimation contimation to Castiration to Castiration to Prientive Intimation to Prientions Intruction cistorction。耦合。
We introduce a new equation we dubbed the modular Dirac equation to see and reconstruct a spin 1/2 particle at the center of a nearly $AdS_2$ spacetime in the entanglement wedge reconstruction paradigm and we study hidden symmetries of this spacetime, too. Various properties of the Dirac modular operator are studied: a generalized Tomita-Takesaki construction, the connection to the Schwarzian derivative of the logarithm of the modular Dirac operator, the link with the an allowable complex metric, the connection to regenesis, we write the corresponding Lagrangian of the modular Dirac equation and we put in perspective some limitations of the current bulk reconstruction in the case of unknown couplings.
