根据量子设备噪声变化,动态选择纠错强度,提升可靠性并减少计算开销。
GSC-QEMit: A Telemetry-Driven Hierarchical Forecast-and-Bandit Framework for Adaptive Quantum Error Mitigation

- 通过自组织映射与预测模型识别运行环境,实现动态上下文感知。
- 在非平稳噪声下平均逻辑保真度提升9.0%,同时减少不必要的强纠错操作。
- 无需针对电路调优,适用于多种量子算法,适合实际部署场景。
量子误差缓解(QEM)对获取近期内存量子设备的可靠结果至关重要,但实际应用需在缓解强度与运行开销之间权衡,尤其面对时变噪声。我们提出GSC-QEMit,一种基于遥测数据的分层预测-贝叶斯框架,可自适应切换轻量抑制与重干预策略以应对噪声漂移。该框架由三个耦合模块组成:(G) 增长型分层自组织映射(GHSOM),用于将流式遥测聚类为运行上下文;(S) 一种不确定性感知的子采样高斯过程预测器,用于预测短期保真度退化;(C) 一种成本感知的上下文多臂老虎机(CMAB),通过汤普森采样选择缓解动作,并显式考虑干预成本。我们在Qiskit Aer中模拟的非平稳噪声环境下,对基准电路族(GHZ、量子傅里叶变换、格罗弗搜索)进行了评估,使用一个标注了不同缓解强度的动作标签测试平台。在克利福德、非克利福德及结构化工作负载下,相较于未缓解执行,GSC-QEMit平均逻辑保真度提升9.0%,同时保留强干预仅用于推断出的噪声峰值。所得策略展现出优良的保真度-成本权衡,并在未进行电路特异性调优的情况下跨任务迁移有效。
原文摘要 · Abstract (English)
Quantum error mitigation (QEM) is essential for extracting reliable results from near-term quantum devices, yet practical deployments must balance mitigation strength against runtime overhead under time-varying noise. We introduce \emph{GSC-QEMit}, a telemetry-driven, \textbf{context--forecast--bandit} framework for \emph{adaptive} mitigation that switches between lightweight suppression and heavier intervention as drift evolves. GSC-QEMit composes three coupled modules: (G) a Growing Hierarchical Self-Organizing Map (GHSOM) that clusters streaming telemetry into operating contexts; (S) an uncertainty-aware subsampled Gaussian-process forecaster that predicts short-horizon fidelity degradation; and (C) a cost-aware contextual multi-armed bandit (CMAB) that selects mitigation actions via Thompson sampling with explicit intervention cost. We evaluate GSC-QEMit on benchmark circuit families (GHZ, Quantum Fourier Transform, and Grover search) under nonstationary noise regimes simulated in Qiskit Aer, using an instrumented testbed where action labels correspond to graded mitigation intensity. Across Clifford, non-Clifford, and structured workloads, GSC-QEMit improves average logical fidelity by \textbf{+9.0\%} relative to unmitigated execution while reducing unnecessary heavy interventions by reserving them for inferred noise spikes. The resulting policies exhibit a favorable fidelity--cost trade-off and transfer across the evaluated workloads without circuit-specific tuning.
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