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This is foundational theory rather than engineering: it extends fluctuation theorems, which describe entropy production in statistical mechanics, to two-time measurements in open quantum systems. Its relevance to quantum technology is indirect, since the work concerns how irreversibility and dissipation behave at the quantum scale, which may matter for designing and characterising quantum devices. Readers should treat it as early-stage mathematical physics, not a near-term application.
Researchers Link Entropy Fluctuations to Quantum System Spectra

Extending established principles into previously uncharted territory, fluctuation theorems now encompass two-time measurement entropy production within an algebraic framework for quantum systems. This research bridges classical concepts with modern quantum dynamics by addressing a missing extension of the Gallavotti, Cohen theorem, a feat absent until now. By comparing naive quantization, phase space contraction, and other approaches, it reveals connections between spectral resonances and open quantum system behaviour.
Established fluctuation theorems now extend to quantum systems, specifically the Gallavotti-Cohen theorem applied to two-time measurement entropy production within an algebraic framework. The work compares several approaches, including naive quantization, two-time measurements, phase space contraction, and ancilla state tomography, to achieve this understanding in open quantum systems where a small system interacts with its surroundings. Established theories about energy changes, known as fluctuation theorems, have broadened to encompass quantum systems. These concepts…
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