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Sample-efficient quantum error mitigation via classical learning surrogates

delete2026-08-20
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OA
AI
W
Wei-You Liao
G
Ge Yan
Y
Yujin Song
T
Tian-Ci Tian
W
Weiming Zhu
D
De-Tao Jiang
Y
Yuxuan Du *
H
He-Liang Huang *
DOI:10.1038/s42005-026-02827-wdelete
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Abstract

Abstract

En 中文
The pursuit of practical quantum utility on near-term quantum processors is critically challenged by their inherent noise. Quantum error mitigation (QEM) techniques are leading solutions to improve computation fidelity with relatively low qubit-overhead, while full-scale quantum error correction remains a distant goal. However, QEM techniques incur substantial measurement overheads, especially when applied to families of quantum circuits parameterized by classical inputs. Focusing on zero-noise extrapolation (ZNE), a widely adopted QEM technique, here we devise the surrogate-enabled ZNE (S-ZNE), which leverages classical learning surrogates to perform ZNE entirely on the classical side. Unlike conventional ZNE, whose measurement cost scales linearly with the number of circuits, S-ZNE requires only constant measurement overhead for an entire family of quantum circuits, offering superior scalability. Theoretical analysis indicates that S-ZNE achieves accuracy comparable to conventional ZNE in many practical scenarios, and numerical experiments on up to 100-qubit ground-state energy and quantum metrology tasks confirm its effectiveness. Our approach provides a template that can be effectively extended to other quantum error mitigation protocols, opening a promising path toward scalable error mitigation. Quantum processors face significant challenges from inherent noise, limiting their practical utility. Here, the authors introduce surrogate-enabled zero-noise extrapolation (S-ZNE), a novel quantum error mitigation technique that uses classical learning surrogates to reduce measurement overhead, achieving scalable error mitigation with accuracy comparable to conventional methods, thus enhancing quantum computation fidelity.
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Communications Physics cover
Communications Physics
IF:
5.8
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C
College of Computing and Data Science
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Papers: 39
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