Entanglement Wedge Reconstruction Beyond the Large N Limit via the Twirled Petz Map
This work extends Entanglement Wedge Reconstruction (EWR) beyond large N limits by using a 'twirled Petz map' within an operator algebra quantum error correction framework. It provides a systematic method to find bulk physics inside the entanglement wedge, explicitly incorporating subleading 1/N corrections that arise from quantum gravitational effects.