Certain unitary interactions with quantum baths yield classical random-walk dynamics characterized by a diagonalizable 3-tensor of complex obtuse random variables that determines diffusive or Poisson continuous-time limits.
Existence, Uniqueness and Approximation of the j ump-type Stochastic Schr¨ odinger Equation for two-level systems
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Classical Noises Emerging from Quantum Environments
Certain unitary interactions with quantum baths yield classical random-walk dynamics characterized by a diagonalizable 3-tensor of complex obtuse random variables that determines diffusive or Poisson continuous-time limits.