QUANTUM TRAJECTORIES FOR A CLASS OF CONTINUOUS MATRIX PRODUCT INPUT STATES

Quantum trajectories for a class of continuous matrix product input states

Quantum trajectories for a class of continuous matrix product input states

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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 bosonic input field in The Influence of Empathy and Consumer Forgiveness on the Service Recovery Effect of Online Shopping this class of states.We show that this class of CMP states arise naturally as outputs of a Markovian model, and that input fields Global mindset: Premise for developing competitive advantage in international markets in these states lead to master and filtering (quantum trajectory) equations which are matrix-valued.Furthermore, it is shown that this class of CMP states include the (continuous-mode) single photon and time-ordered multi-photon states.

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