Geometry-based classical mapping for two-level systems reveals coupling-dependent transition from oscillatory to tunneling-suppressed dynamics and turns isolated symmetric systems into environment-assisted asymmetric ones.
We have to remark that in the rest of the manuscript, we will considerΛi = Λ for any TLS of the environment
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Dissipative evolution of a two-level system through a geometry-based classical mapping
Geometry-based classical mapping for two-level systems reveals coupling-dependent transition from oscillatory to tunneling-suppressed dynamics and turns isolated symmetric systems into environment-assisted asymmetric ones.