用机器学习自动识别双量子点电荷图中的状态,选对模型能大幅提升效率。
Benchmarking machine learning models for multi-class state recognition in double quantum dot data
- 对比四种机器学习模型在双量子点数据上的分类表现。
- CNN模型在真实数据上准确率高且参数少,最优平衡了性能与效率。
- 最小-最大归一化提升精度但稳定性差,适合追求高准确的场景。
半导体量子点是实现可扩展量子处理器的关键平台。然而,构建大规模阵列需可靠的自动化调谐策略,涵盖设备启动、校准与运行,其中许多环节依赖于从电荷稳定图(CSDs)中准确识别量子点器件状态。本文对四种现代机器学习架构在双量子点CSDs多类状态识别任务中进行了全面基准测试。我们在合成数据和实验数据上评估了不同数据量和归一化方法下的性能表现。结果显示,资源消耗较大的模型如U-Nets和视觉变压器(ViTs)在合成数据上取得超过0.98的MSE得分(定义为1−MSE),但在实验数据上泛化能力差;混合密度网络(MDNs)计算成本最低且训练稳定,但峰值性能明显偏低;卷积神经网络(CNNs)在实验数据上展现出最佳权衡,以比U-Nets和ViTs少两个数量级的参数达到高准确率。归一化方式影响显著:最小-最大缩放通常带来更高MSE得分但收敛不稳定,而z-score归一化则促进更可预测的训练过程,但多数模型准确率下降。总体而言,结合最小-最大归一化的CNN是双量子点CSDs状态识别的实用方案。
原文摘要 · Abstract (English)
Semiconductor quantum dots (QDs) are a leading platform for scalable quantum processors. However, scaling to large arrays requires reliable, automated tuning strategies for devices' bootstrapping, calibration, and operation, with many tuning aspects depending on accurately identifying QD device states from charge-stability diagrams (CSDs). In this work, we present a comprehensive benchmarking study of four modern machine learning (ML) architectures for multi-class state recognition in double-QD CSDs. We evaluate their performance across different data budgets and normalization schemes using both synthetic and experimental data. We find that the more resource-intensive models -- U-Nets and visual transformers (ViTs) -- achieve the highest MSE score (defined as $1-\mathrm{MSE}$) on synthetic data (over $0.98$) but fail to generalize to experimental data. MDNs are the most computationally efficient and exhibit highly stable training, but with substantially lower peak performance. CNNs offer the most favorable trade-off on experimental CSDs, achieving strong accuracy with two orders of magnitude fewer parameters than the U-Nets and ViTs. Normalization plays a nontrivial role: min-max scaling generally yields higher MSE scores but less stable convergence, whereas z-score normalization produces more predictable training dynamics but at reduced accuracy for most models. Overall, our study shows that CNNs with min-max normalization are a practical approach for QD CSDs.
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