Memory loss is contagious in open quantum systems
arxiv(2024)
Abstract
Memoryless (Markovian) system-bath interactions are of fundamental interest
in physics. While typically the absence of memory originates from the
characteristics of the bath, here we demonstrate that it can result from the
system becoming lossy due to the Markovian interaction with a second bath. This
suggests that the property of Markovianity is “contagious”, i.e., it can be
transferred from one bath to another through the system with which they both
interact. We introduce a Bloch-Redfield-inspired approach that assumes a
Markovian interaction due to the system losses and significantly improves the
description of the bath-driven population transfer in a lossy system coupled to
a non-Markovian bath. Furthermore, it indicates that such interactions are
well-described by an effective spectral density that takes into account the
broadening of the system's energy levels due to dissipation. Our findings
reduce the computational demand in the theoretical description of complex
system-bath setups and pave the way for further studies of counterintuitive
Markovian interactions.
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