Thermodynamic recycling of algorithmic failure branches enables information erasure with heat dissipation below the Landauer limit on a quantum processor.
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A stochastic framework for entropy production in coherent scattering theory is introduced that separates information and thermodynamic contributions and links them to transport fluctuations.
Derives thermodynamic quantities for slowly driven interacting-qubit thermal machines and demonstrates that interactions allow geometric heat pumping to surpass the k_B T N_q ln 2 bound of non-interacting systems.
citing papers explorer
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Thermodynamic Recycling of Algorithmic Failure Branches: Quantum-Computer Demonstration with Quantum Error Correction
Thermodynamic recycling of algorithmic failure branches enables information erasure with heat dissipation below the Landauer limit on a quantum processor.
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Stochastic entropy production in scattering theory
A stochastic framework for entropy production in coherent scattering theory is introduced that separates information and thermodynamic contributions and links them to transport fluctuations.
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Lindbladian approach for many-qubit thermal machines: enhancing the performance with geometric heat pumping by interaction
Derives thermodynamic quantities for slowly driven interacting-qubit thermal machines and demonstrates that interactions allow geometric heat pumping to surpass the k_B T N_q ln 2 bound of non-interacting systems.