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The numerical code is programed based on the Runge-Kutta procedure including the convenient integral package to solve the integral-differential equation (the master equation). The numerical precision is kept in the error less than 1% of the amplitude of the reduced density matrix elements, which are calculated at the time scale at least two times longer than the evolution time plotted in figures. This makes sure the integration to sum overall history of the memory kernel convergent.
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The numerical code is programed based on the Runge-Kutta procedure including the convenient integral package to solve the integral-differential equation (the master equation). The numerical precision is kept in the error less than 1% of the amplitude of the reduced density matrix elements, which are calculated at the time scale at least two times longer than the evolution time plotted in figures. This makes sure the integration to sum overall history of the memory kernel convergent.
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