Quantum Trajectory Theory, also known as Quantum Jumps or Quantum Trajectories, is a theoretical framework used to describe the dynamics of quantum systems under the influence of measurements, decoherence, and noise. It provides a way to understand the evolution of quantum states in a more intuitive manner compared to traditional approaches.
Articles by others on the same topic
A quantum-trajectory unravelling represents a Lindblad equation as an ensemble of stochastic pure-state histories. In one jump unravelling, a state evolves between jumps under the non-Hermitian effective Hamiltonian , while a jump of type sends it to a normalized multiple of .