Liouvillian versus Hamiltonian Exceptional Points as Stationary Sensing Resources: a Two-Level Dissipative Case Study
This study demonstrates that in a dissipative two-level sensor, Hamiltonian and Liouvillian exceptional points occur at distinct parameter values and do not inherently enhance stationary quantum Fisher information, revealing that the divergent sensing response associated with exceptional points is confined to the post-selected no-jump sector rather than the stationary state.