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fix typo
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@ -1367,12 +1367,12 @@ compressed (cold) or expanded (hot) state. Their magnitudes have been
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chosen so that their values at these points are the same as can be
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seen in \cref{fig:ottomod}.
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We initialize the system in the \(H_{\sys}\ket{0}=0\) state.
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For the demonstration we chose \(T_{c}=1\) and \(T_{h}=20\) so that
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both temperatures are finite but not so high that a reasonable number
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of samples is required for convergence. The interaction strength has
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been chosen to be relatively weak for the same reason and to be closer
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to the known weak coupling realm.
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We initialize the system in the \(H_{\sys}\ket{0}=0\) state. For the
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demonstration we chose \(T_{c}=1\) and \(T_{h}=20\) so that both
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temperatures are finite but not so high that an unreasonable number of
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samples is required for convergence. The interaction strength has been
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chosen to be relatively weak for the same reason and to be closer to
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the known weak coupling realm.
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In comparison to the system time scale, the modulation cycle is rather
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slow. On the other hand, the time scales on which \(f\) and \(h_{i}\)
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