A general control theory for non-Hermitian continuous-variable systems uses upper triangularization of the Hamiltonian matrix to define nonadiabatic passages that yield exact solutions and automatic probability conservation for perfect state transfers.
These transfers are found to be irrelevant to the PT -symmetry of Hamiltonian and the presence or ab- sence of EPs
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Universal quantum control over non-Hermitian continuous-variable systems
A general control theory for non-Hermitian continuous-variable systems uses upper triangularization of the Hamiltonian matrix to define nonadiabatic passages that yield exact solutions and automatic probability conservation for perfect state transfers.