Quantum trajectories for a class of continuous matrix product input states

Quantum trajectories for a class of continuous matrix product input states

Blog Article

We introduce a new class of continuous matrix product (CMP) states and establish the stochastic master equations (quantum filters) for an arbitrary quantum system probed by a Contraceptives bosonic input field in this class of states.We show that this class of CMP states arise naturally as outputs of a Markovian model, and that input fields in these states lead to master and filtering (quantum trajectory) equations which are matrix-valued.Furthermore, Shooting Gloves it is shown that this class of CMP states include the (continuous-mode) single photon and time-ordered multi-photon states.