Approximating the bath correlation function by damped exponentials turns non-Markovian master-equation decay rates and Lamb-shift terms into closed algebraic expressions, with the Lamb-shift shown to matter for heat currents.
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Making Non-Markovian master equations accessible with approximate environments
Approximating the bath correlation function by damped exponentials turns non-Markovian master-equation decay rates and Lamb-shift terms into closed algebraic expressions, with the Lamb-shift shown to matter for heat currents.