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This research presents a novel protocol for cooling quantum systems to their ground state using a single coherent bath without requiring repetitive resets, significantly improving efficiency for fermionic systems. By leveraging non-Markovian dynamics and shared pulses, the method achieves polylogarithmic time scaling while keeping the system Hamiltonian unmodified throughout the process. This advancement addresses critical bottlenecks in quantum error correction and state preparation essential for scalable quantum computing architectures.
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Bath-assisted cooling without resets

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arXiv:2609.40328v1 Announce Type: new Abstract: Cooling an arbitrary mixed state to a pure ground state requires transferring its entropy to an environment. Can a single coherent bath contact accomplish this without repeated bath resets? We develop a new cooling mechanism that transfers the input information into bath degrees of freedom that subsequently decouple, while the system and the remaining bath follow a ground-state path. The bath is discarded only at the end, and the system Hamiltonian remains on and unmodified throughout. We rigorously realize this mechanism for a class of weakly interacting, gapped fermionic systems with local interactions. Starting from any mixed state, our protocol prepares the interacting ground state in total physical time polylogarithmic in the system size and inverse global trace-norm error. It uses two initially empty bath modes per system mode and a single pulse shared across all onsite system--bath couplings. The same pulse prepares each admissible system's own ground state without knowledge of its microscopic parameters. The guarantees follow directly from a non-Markovian system--bath dynamics without an effective Lindbladian description.

Abstract:Cooling an arbitrary mixed state to a pure ground state requires transferring its entropy to an environment. Can a single coherent bath contact accomplish this without repeated bath resets? We develop a new cooling mechanism that transfers the input information into bath degrees of freedom that subsequently decouple, while the system and the remaining bath follow a ground-state path. The bath is discarded only at the end, and the system Hamiltonian remains on and unmodified throughout. We rigorously realize this mechanism for a class of weakly interacting, gapped fermionic systems with local interactions. Starting from any mixed state, our protocol prepares the interacting ground state in total physical time polylogarithmic in the system size and inverse global trace-norm error. It uses two initially empty bath modes per system mode and a single pulse shared across all onsite system--bath couplings. The same pulse prepares each admissible system's own ground state without knowledge of its microscopic parameters. The guarantees follow directly from a non-Markovian system--bath dynamics without an effective Lindbladian description.

arXiv:2609.40328 [quant-ph]

(or arXiv:2609.40328v1 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2609.40328 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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