Temporal entanglement transition in chaotic quantum many-body dynamics
The study investigates Temporal Entanglement (TE) in chaotic quantum baths to understand non-Markovianity. It found that coarse-graining causes TE scaling to transition from volume-law to area-law, which is crucial for modeling non-Markovian memory. This transition helps identify how local observables decay and allows for efficient compression of the Influence Matrix.