Exponential size scaling of the Liouvillian gap in boundary-dissipated systems with Anderson localization
Exponential size scaling of the Liouvillian gap in boundary-dissipated systems with Anderson localization
We carry out a systematical study of the size scaling of the Liouvillian gap in boundary-dissipated one-dimensional quasiperiodic and disorder systems. By treating the boundary-dissipation operators as a perturbation, we derive an analytical expression of the Liouvillian gap, which indicates clearly the Liouvillian gap being proportional to the minimum of …