The non-Markovian wave function method (NMWF) using the stochastic unravelling of the master equation in the doubled Hilbert space is implemented for quantum Brownian motion. A comparison between the simulation and the analytical results shows that the method can be conveniently used to study the non-Markovian dynamics of the system.
J PIILO, S MANISCALCO, F PETRUCCIONE, MESSINA A (2005). Non-Markovian Wave Function Simulations of Quantum Brownian Motion. ACTA PHYSICA HUNGARICA. HEAVY ION PHYSICS, 23(3-4), 117-124 [10.1556/APH.23.2005.3-4.1].
Non-Markovian Wave Function Simulations of Quantum Brownian Motion
MESSINA, Antonino
2005-01-01
Abstract
The non-Markovian wave function method (NMWF) using the stochastic unravelling of the master equation in the doubled Hilbert space is implemented for quantum Brownian motion. A comparison between the simulation and the analytical results shows that the method can be conveniently used to study the non-Markovian dynamics of the system.
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