Typical trace-distance relaxation concentrates around a mean in open quantum systems, producing typical mixing times separated from worst-case by rare-state bottlenecks that scale logarithmically, linearly, or exponentially depending on the slow modes.
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An autonomous information machine operating in finite time exhibits a regime where erasure power P and efficiency η increase simultaneously, governed by the trade-off v(1-η)P/η ≤ D with D an information-geometric distance.
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Typical Mixing and Rare-State Bottlenecks in Open Quantum Systems
Typical trace-distance relaxation concentrates around a mean in open quantum systems, producing typical mixing times separated from worst-case by rare-state bottlenecks that scale logarithmically, linearly, or exponentially depending on the slow modes.
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Finite-Time Thermodynamics of an Autonomous Information Machine
An autonomous information machine operating in finite time exhibits a regime where erasure power P and efficiency η increase simultaneously, governed by the trade-off v(1-η)P/η ≤ D with D an information-geometric distance.